Publications in Journal
Sr. No. | Publication details |
1 | Mahto, L.; Chakraborty, J.; Kumar, J.; Tripathi, A.; Sen, S.; Ketterhagen, W., (2025): Decoupling calibration and coarse-graining: Quest for a generalized parameter set for DEM simulation of pharmaceutical powder. Powder Technology 457, 120903. |
2 | Ghosh, D.; Kumar, J.; Petrusel, A.; Yao, J.C., (2025): Stationary solution to a non-singular coagulation multiple fragmentation equation with source and efflux. Journal of Nonlinear and Convex Analysis 26, 515-527. |
3 | Deki, Y. Suzuki, R., Chou, C. C., Ban, T., Mishra, M., Nagatsu, Y., Chen, C. Y., (2025) Numerical Simulation of Effects of Phase Separation on Viscous Fingering in Radial Hele-Shaw Flows. J. Fluid Mech. Vol. 1003, A12. |
4 | Bharti Garg, Santanu Sarkar, (2025): J-contractive operator valued functions, vector valued de Branges spaces and functional models; Journal of Mathematical Analysis and Applications; 549 (2) , 129564, 20pp. |
5 | Tapas Chatterjee and Takao Komatsu, (2025): Frobenius numbers associated with Diophantine triples of $x^2+3 y^2=z^3$, to appear in the Revista dela Real Academia de Ciencias Exactas, Fisicas y Naturales. Series A. Matematicas. |
6 | Tapas Chatterjee and Sonam Garg, (2025): Algebraic identities among $q$- analogues of Euler double zeta values, to appear in the Journal of the Ramanujan Mathematical Society. |
7 | Tapas Chatterjee and Sonika Dhillon, (2025): Special Values Of Derivatives Of Certain $L$-Functions , to appear in the Journal of the Ramanujan Mathematical Society. |
8 | Manmohan Vashisth, (2025): Unique determination of the damping coefficient in the wave equation using point source and receiver data, Proceedings of Indian Academy of Sciences (Mathematical Sciences), Vol. 135, Article No. 4. |
9 | Rahul Bhardwaj, Rohit Kumar Mishra and Manmohan Vashisth, (April 2025): On the inversion of generalized V-line transform of a vector field in R2, Mathematical Methods in the Applied Sciences, Vol. 48, Issue 6, Pages 6512-6520. |
10 | Nirmala Bhatt, Barun Gorain, Kaushik Mondal, Supantha Pandit, (2025): Distributed Independent Sets in Interval and Segment Intersection Graphs, Int. J. Found. Comput. Sci. 36(1): 67-95. |
11 | Ashish Saxena, Tanvir Kaur, Kaushik Mondal, ( 2025): Dispersion on Time Varying Graphs. 26th International Conference on Distributed Computing and Networking (ICDCN), Hyderabad, India, 269-273. |
12 | Tanvir Kaur, Ashish Saxena, Partha Sarathi Mandal, Kaushik Mondal, ( 2025): Black Hole Search in Dynamic Graphs. 26th International Conference on Distributed Computing and Networking (ICDCN), Hyderabad, India, 221-230. |
13 | Ashish Saxena, Kaushik Mondal, ( 2025): Path Connected Dynamic Graphs with a Study of Efficient Dispersion. 26th International Conference on Distributed Computing and Networking (ICDCN), Hyderabad, India, 171-180. |
14 | Tanvir Kaur, Kaustav Paul, Kaushik Mondal, ( 2025): Mobile Agents on Chordal Graphs: Maximum Independent Set and Beyond. 21st International Conference on Distributed Computing and Intelligent Technology (ICDCIT), Bhubaneswar, India, 92-107. |
15 | Balesh Kumar, Murugesan Manickam, Karam Deo Shankhadhar, ( 2025): Simultaneous nonvanishing of central L-values with large level, Forum Mathematicum, 37, no. 2, 503-514. |
16 | Michael A. Henning, Arti Pandey, Vikash Tripathi, ( 2025): More on the complexity of defensive domination in graphs. Discret. Appl. Math. 362: 167-179 . |
17 | Kaustav Paul, Ankit Sharma, Arti Pandey, ( 2025): Exploring algorithmic solutions for the Independent Roman Domination problem in graphs. Discret. Appl. Math. 364: 143-152. |
Sr. No. | Publication details |
1 | Yadav, N.; Singh, M.; Singh, S.; Singh, R.; Kumar, J.; Heinrich, S., (2024): An efficient approach to obtain analytical solution of nonlinear particle aggregation equation for longer time domains. Advanced Powder Technology 35, 104370. |
2 | Mahto, L.; De, T.; Chakraborty, J.; Kumar, J.; Tripathi, A., (2024): Accelerated DEM simulation of the hopper-screw feeder and tablet-press feeder using the multi-level coarse-graining technique. Powder Technology, 436, 119466. |
3 | Palodhi, L., Kim, M. C., Mishra, M., (2024): Tradeoff between hydrodynamic and thermodynamic forces at liquid-liquid interface, Langmuir, Vol. 40 (14) 7595–7606. |
4 | Ban, T., Ishii, H., Onizuka, A., Chatterjee, A., Suzuki, R., Nagatsu, Y., and Mishra, M., (2024): Momentum transport of morphological instability in fluid displacement with changes in viscosity, Phys. Chem. Chem. Phys, Vol 26, Page 5633-5639. |
5 | Rana, B., Kamath, R. Kamath, Mishra, M. and Jena, K., (2024): Impact of Ion-Specific Interactions on Laser-Induced Liquid Microjet Generation, Phys. Fluids Vol. 36 027102. |
6 | Suzuki, R., Seya, S., Ban, T., Mishra, M., Nagatsu, Y., (2024): Arresting of interfacial phase separation with an imposed flow, Phys. Rev. Fluids, 9, 024003. |
7 | Mahabaleshwar, U. S., Maranna, T., Mishra, M., Hatami, M. and Sunden, B., (2024): Radiation effect on stagnation point flow of Casson nanofluid past a stretching plate/cylinder, Scientific Reports, Vol 14, 1387. |
8 | Mittal, H. V. R., Mohamad Abed El Rahman Hammoud, Ana K. Carrasco, Ibrahim Hoteit, and Omar M. Knio., (2024): “Oil spill risk analysis for the NEOM shoreline.” Scientific Reports 14, no. 1 : 6623. |
9 | Tapas Chatterjee and Sonam Garg, (2024): On Arithmetic Nature of a q-Euler-Double Zeta values, Proceedings of American Mathematical Society, 152 , no. 4, 1661–1672. |
10 | Bhootna, N. and Kumar, A., (2024): Tempered stable autoregressive models Communications in Statistics-Theory and Methods, 53 (2), 765-785. |
11 | Subhankar Mahapatra, Santanu Sarkar, (2024): Vector valued de Branges spaces of entire functions based on pairs of Fredholm operator valued functions and functional model; Journal of Mathematical Analysis and Applications; 533, no.2, Paper No. 128010, 36pp. |
12 | Suman Das, and A. Sairam Kaliraj, (2024): Growth of harmonic mappings and Baernstein type inequalities, Potential Analysis 60, 1121–1137. |
13 | Suman Das, and A. Sairam Kaliraj, (2024): Integral mean estimates for univalent and locally univalent harmonic mappings, Canadian Mathematical Bulletin (Published Online). |
14 | Jasdeep Singh, Murala, S., and GSRK, (2024): KL-DNAS: Knowledge distillation-based latency aware-differentiable architecture search for video motion magnification, IEEE Trans. on Neural Networks & Learning Systems. |
15 | Aggarwal, K. K.Barman, S. C. Martha, & C. C. Tsai, (2024): Water wave interaction with ice-sheet of variable geometry in the presence of uniform current, Physics of Fluids, 36(4), 042108. |
16 | Deepali Goyal, T. K. Hota and S. C. Martha, (2024): Propagation of Nonlinear Surface Waves over Non-periodic Oscillatory Bottom Profiles, European Journal of Mechanics – B/Fluids, 104, Pages 194-214. |
17 | Sunita Choudhary and S. C. Martha, (2024): Dissipation of incident wave energy by two horizontal porous plates over a trench type bottom, Ships and Offshore Structures – Taylor & Francis, 19 (4), 509-531. |
18 | Sunita Choudhary and S. C. Martha, (2024): Mitigation of Wave Force on a Tunnel in the Presence of Submerged Porous Plate Over Trench-Type Bottom Topography, Journal of Offshore Mechanics and Arctic Engineering – ASME, 146(3), 031902. |
19 | N. K. Pande, A. Kumar and A. K. Gupta, (2024): “Forecasting Stock Indices: Stochastic and Artificial Neural Network Models”, Computational Economics , 1–33. |
20 | A. Jain, and A. K. Gupta, (2024): “A mathematical framework for analyzing particle flow in a network with multiple pools”, Royal Society Open Science, 11, 231588. |
21 | A. Gupta and A. K. Gupta, (2024): “Competition for resources in an exclusion model with biased lane-changing mechanism”, Physical Review E, 109, 034132. |
22 | M. Verma, T. Singla, A. K. Gupta, and S. Sharma, (2024): “The role of occupancy on traffic flow in a multiple-loop networks”, Physica A: Statistical Mechanics and its Applications, 638, 129617. |
23 | N. Bhatia and A. K. Gupta, (2024): “Totally Asymmetric Simple Exclusion Process with Local Resetting in a Resource-Constrained Environment”, Physical Review E, 109, 024109. |
24 | A. Gupta and A. K. Gupta, (2024): “Reservoir crowding in a dynamically disordered bidirectional system with narrow entrances”, Chaos, Solitons & Fractals, 178, 114318. |
25 | Michael A. Henning, Arti Pandey, (2024): Gopika Sharma, Vikash Tripathi: Algorithms and hardness results for edge total domination problem in graphs. Theor. Comput. Sci. 982: 114270. |
26 | Kaustav Paul, Arti Pandey, (2024): Eternal Connected Vertex Cover Problem in Graphs: Complexity and Algorithms. In: Kalyanasundaram, S., Maheshwari, A. (eds) Algorithms and Discrete Applied Mathematics. CALDAM 2024. Lecture Notes in Computer Science, vol 14508. Springer. |
27 | S. Deb, E. Mahendru, P. Goyal, V. Guttal, P. S. Dutta, N. C. Krishnan, (2024): Optimal sampling of spatial patterns improves deep learning based early warning signals of critical transitions, Royal Society Open Science, The Royal Society Publishing (In press). |
28 | S. Deb, S. Bhandary, M. K. Jolly, P. S. Dutta, (2024): Methods for identifying critical transitions during cancer progression. (To appear in “Cancer Systems Biology”, Edited Book, Oxford University Press). |
29 | S. Deb, P. S. Dutta, (2024): Critical transitions in spatial systems induced by Ornstein-Uhlenbeck noise: Spatial mutual information as a precursor, Proceedings of the Royal Society A, The Royal Society Publishing, Vol. 480 (2283), 2023.0594. |
30 | Pande, N. K., Jain, A., Kumar, A. and Gupta, A. K., (2024): Conservative Deep NeuralNetworks for Modeling Competition of Ribosomes with Extended Length. Physica D:Nonlinear Phenomena, 470, 134415. |
31 | Dhull. M.S., Kumar, A. and Wylomanska, A., (2024): The expectation-maximizationalgorithm for autoregressive models with normal inverse Gaussian innovations. Commun. Stat. B: Simul. Comput. 53 (11), 5421-5441. |
32 | Dhull, M.S. amnd Kumar, A., (2024): Geometric infinitely divisible autoregressive models.Statistical Papers, 65, 4515-4536. |
33 | Gupta, N., Kumar, A., Leonenko, N. N. and Vaz, J., (2024): Generalized fractionalderivatives generated by Dickman subordinator and related stochastic processes. FractionalCalculus and Applied Analysis, 27, 1527–1563. |
34 | Bhootna, N. and Kumar, A., (2024): Tempered stable autoregressive models.Communications in Statistics-Theory and Methods, 53(2), 765-785. |
35 | Bhootna, N. and Kumar, A., (2024): GARTFIMA process and its spectral density basedestimation. Journal of Applied Statistics, 51 (10), 1919-1945. |
36 | He, X. J., Pasricha, P., Lu, T., & Lin, S., (2024): Vulnerable options with regime switching and stochastic liquidity. The Quarterly Review of Economics and Finance, 98, 101930. |
37 | He, Xin-Jiang, Puneet Pasricha, and Sha Lin., (2024): “Analytically pricing European options in dynamic markets: Incorporating liquidity variations and economic cycles.” Economic Modelling 139: 106839. |
38 | Pasricha, Puneet, Dharmaraja Selvamuthu, and Paola Tardelli, (2024): “Structural credit risk models with stochastic default barriers and jump clustering using Hawkes jump-diffusion processes.” OPSEARCH : 1-21. |
39 | Bhat, M. Ashraf, GSRK, (2024): Wiener-Lebesgue Point Property for Sobolev Functions on Metric Spaces, Mediterr. J. Math. 21:221. |
40 | Bhat, M. Ashraf, GSRK, (2024): Trace principle for Riesz potentials on Herz-type spaces and applications, J. Inequal. Appl., Paper No. 113, pp. 13. |
41 | Jasdeep Singh, Murala, S., and GSRK, (2024): KL-DNAS: Knowledge distillation-based latency aware-differentiable architecture search for video motion magnification, IEEE Trans. on Neural Networks & Learning Systems. |
42 | Yadav, S., Wadhwa, D., Singh, M., Kumar, J., (2024): An opportunity for streamlined computational fluid dynamics integration via a semi-analytical method for weighted finite volume fragmentation equations. Physics of Fluids 36, 123322. |
43 | Ansari, Z.; Rae, M.; Kumar, J.; Singh, M., (2024): Optimizing numerical performance of enzymatic coagulation models: Insights into proteolysis and gelation dynamics. Physics of Fluids 36, 117171. |
44 | Ghosh, D.; Paul, J.; Kumar, J.; Yao, J.C., (2024): The multi-dimensional coagulation and collisional breakage equation with unbounded kernel. Applicable Analysis, VOL. 104, NO. 7, 1353–1375. |
45 | Ghosh, D.; Paul, J.; Kumar, J.; Yao, J.C., (2024): The multi-dimensional coagulation-fragmentation model with unbounded kernel. Fixed Point Theory, 25, 569-588. |
46 | Ghosh, D.; Kumar, J.; Petrusel, A., (2024): Stability analysis of time dependent solutions for the coagulation equation with source and efflux. Journal of Nonlinear and Convex Analysis 25, 2571-2586. |
47 | Hong, J. S. Palodhi, L. Mishra, M., Kim, M. C., (2024): Onset and growth of viscous fingering in miscible annular ring, Phys. Fluids, Vol 36, 072107. |
48 | Patmonoaji, A., Nagatsu, Y., Mishra, M., (2024): Instability dynamics of viscous fingering interaction on dual displacement fronts, J. Fluid Mech., Vol 995, A5. |
49 | Verma, P., Sharma, V., Chen, C. Y., Mishra, M., (2024): Damkohler Number independent critical regime in reactive viscous fingering J. Fluid Mech.,. Vol. 1000, A72. |
50 | Kundu, S. Maharana, S., Mishra, M., (2024): Existence and Uniqueness of Solution to Unsteady Darcy-Brinkman Problem with Korteweg Stress for Modelling Miscible Porous Media Flow, J. Mathematical Analysis and Applications, Vol 539, 128532. Impact Factor: 1.3. |
51 | Palodhi, L., Kim, M. C., Mishra, M., (2024): Trade off between hydrodynamic and thermodynamic forces at liquid-liquid interface, Langmuir, Vol. 40 (14) 7595–7606. |
52 | Ban, T., Ishii, H., Onizuka, A., Chatterjee, A., Suzuki, R., Nagatsu, Y., and Mishra, M., (2024): Momentum transport of morphological instability in fluid displacement with changes in viscosity, Phys. Chem. Chem. Phys, Vol 26, Page 5633-5639, Impact Factor: 3.676 |
53 | Rana, B., Kamath, R. Kamath, Mishra, M. and Jena, K., (2024): Impact of Ion-Specific Interactions on Laser-Induced Liquid Microjet Generation, Phys. Fluids Vol. 36 027102. Impact Factor: 4.98. |
54 | Suzuki, R., Seya , S., Ban, T., Mishra, M., Nagatsu, Y., (2024): Arresting of interfacial phase separation with an imposed flow, Phys. Rev. Fluids, 9, 024003. |
55 | Subhankar. Mahapatra, Santanu. Sarkar, (2024): Analytic Kramer sampling and quasi Lagrange-type interpolation in vector valued RKHS, Results in Mathematics, 79, 230. |
56 | Tapas Chatterjee and Sonam Garg, (2024): On Arithmetic Nature of a q-Euler-Double Zeta values, Proceedings of American Mathematical Society, 152, 1661–1672. |
57 | Tapas Chatterjee and Sonam Garg, (2024): Transcendental nature of p -adic digamma values, Research in Number Theory, 10, no. 4, Paper No. 79, 19 Pages, DOI: 10.1007/s40993-024-00570-1. |
58 | Nitesh Kumar, Tanmay Sarkar and Manmohan Vashisth, (2024): Stable determination of a time-dependent matrix potential for a wave equation in an infinite waveguide, Communications on Analysis and Computation, Vol. 2, No. 4, Pages 343-366. |
59 | Ashish Saxena, Kaushik Mondal, (2024): A further study on weak Byzantine gathering of mobile agents, Theoretical Computer Science, 1022, 114892. |
60 | Ashish Saxena, Barun Gorain, Subhrangsu Mandal, Kaushik Mondal, (2024): “Brief Announcement: Pebble Guided Rendezvous Despite Fault”, The 26th International Symposium on Stabilization, Safety, and Security of Distributed Systems (SSS), Nagoya, Japan, 121-125. |
61 | S. Deb, P. S. Dutta, (2024): Deep learning at the forefront of detecting tipping points, Nature Machine Intelligence, Vol. 6, No. 12, 1433-1434. |
62 | K. Kulkarni, S. Deb, P. S. Dutta, (2024): Efficacy of dynamic eigenvalue in anticipating and distinguishing tipping points, Theoretical Ecology, Springer, Vol. 17, 311-324. |
63 | S. Deb, E. Mahendru, P. Goyal, V. Guttal, P. S. Dutta, N. C. Krishnan, (2024): Optimal sampling of spatial patterns improves deep learning based early warning signals of critical transitions, Royal Society Open Science, The Royal Society Publishing, Vol. 11(6), 231767. |
64 | Vaibhav Kalia, Balesh Kumar, (2024): Traces of Poincaré series at square discriminants and Fourier coefficients of mock modular forms, Acta Arithmetica, 216, no. 1, 1–18. |
65 | Kaustav Paul, Arti Pandey, (2024): Perfect Italian domination on some generalizations of cographs. Comput. Appl. Math. 43(6): 390. |
66 | Kaustav Paul, Ankit Sharma, Arti Pandey, (2024): Algorithmic results for weak Roman domination problem in graphs. Discret. Appl. Math. 359: 278-289. |
67 | Kaustav Paul, Arti Pandey, (2024): Some Algorithmic Results for Eternal Vertex Cover Problem in Graphs. J. Graph Algorithms Appl. 28(3): 69-85. |
68 | S. N. Chattopadhyay and A. K. Gupta, (2024): “B-tipping points in plankton dynamics: Stochasticity and early warning signals”, Physical Review E, 110 (6), 064218. |
69 | N. K. Pande, A.Jain, A. Kumar and A. K. Gupta, (2024): “Conservative deep neural networks for modeling competition of ribosomes with extended length”, Physica D: Nonlinear Phenomena, 134415. |
70 | M. Verma, A. K. Gupta, and S. Sharma, (2024): “Traffic flow dynamics and oscillation control in conserved fractal networks”, The European Physical Journal B, 97 (10), 163. |
71 | S. N. Chattopadhyay and A. K. Gupta, (2024): “Bistability and the emergence of oscillation in a multiple-loop traffic network”, Nonlinear Dynamics, 1-13. |
72 | N. Bhatia and A. K. Gupta, (2024): “Local resetting in a bidirectional transport system”, Journal of Statistical Physics, 191 (7), 79. |
73 | S. N. Chattopadhyay and A. K. Gupta, (2024): “Tipping Points, Multistability, and Stochasticity in a Two-Dimensional Traffic Network Dynamics”, Chaos, 34 (7), 073107. |
74 | N. K. Pande, A. Kumar and A. K. Gupta, (2024): “Forecasting Stock Indices: Stochastic and Artificial Neural Network Models”, Computational Economics, 1–33. |
75 | A. Jain, and A. K. Gupta, (2024): “A mathematical framework for analyzing particle flow in a network with multiple pools”, Royal Society Open Science, 11 (5), 231588. |
76 | A. Gupta and A. K. Gupta, (2024): “Competition for resources in an exclusion model with biased lane-changing mechanism”, Physical Review E, 109 (2), 034132. |
77 | M. Verma, T. Singla, A. K. Gupta, and S. Sharma, (2024): “The role of occupancy on traffic flow in a multiple-loop networks”, Physica A: Statistical Mechanics and its Applications, 638, 129617. |
78 | N. Bhatia and A. K. Gupta, (2024): “Totally Asymmetric Simple Exclusion Process with Local Resetting in a Resource-Constrained Environment”, Physical Review E, 109, 024109. |
79 | A. Gupta and A. K. Gupta, (2024): “Reservoir crowding in a dynamically disordered bidirectional system with narrow entrances”, Chaos, Solitons & Fractals, 178, 114318. |
Sr. No. | Publication details |
1 | Yadav, S., Keshav, S., Singh, S., Singh, M., Kumar, J., (2023): Homotopy analysis method and its convergence analysis for a nonlinear simultaneous aggregation-fragmentation model. Chaos, Solitons and Fractals 177, 114204. |
2 | Maharana, A., Sehrawat, P., Das, A., Kumar, J., Sarkar, D., (2023): Multi-Dimensional Population Balance Modeling of Sonocrystallization of Pyrazinamide with Systematic Estimation of Kinetic Parameters based on Uncertainty and Sensitivity Analyses. Chemical Engineering Research and Design 200, 356-373. |
3 | Dey, T.; Das, A.; Singh, M.; Kumar, J., (2023): Enhancing Efficiency in Particle Aggregation Simulations: Coarse-Grained Particle Modeling in the DEM-PBM Coupled Framework. Computer Methods in Applied Mechanics and Engineering 417, Part A, 116436. |
4 | Yadav, N.; Singh, M.; Singh, S.; Kumar, J., (2023): A Note on Homotopy Perturbation Approach for Nonlinear Coagulation Equation to Improve Series Solutions for Longer Times. Chaos, Solitons and Fractals 173 , 113628. |
5 | Paul, J.; Ghosh, D.; Kumar, J., (2023): Accurate and efficient flux-corrected finite volume approximation for the fragmentation problem. Journal of Mathematical Chemistry 61, 1696–1716. |
6 | De, T.; Das, A.; Kumar, J., (2023): On the prediction of particle collision behavior in coarse-grained and resolved systems. Particulate Science and Technology 41, 1170-1184. |
7 | Das, J.; Paul, J.; Heinrich, S.; Kumar, J., (2023): Development and analysis of moments preserving finite volume schemes for multi-variate nonlinear breakage model. Proceedings of the Royal Society A 479, 2271. |
8 | Ghosh, D.; Paul, J.; Kumar, J., (2023): On equilibrium solution to singular coagulation equation with source and efflux. Journal of Computational and Applied Mathematics 422, 114909. |
9 | Paul, J.; Das, A.; Kumar, J., (2023): Moments preserving finite volume approximations for the non-linear collisional fragmentation model. Applied Mathematics and Computation 436, 127494. |
10 | Banga, P., Maharana, S., Mishra, M., (2023): Unraveling instabilities and mixing behavior in two-layered flows: A quest for the optimum viscosity ratio, Physics of Fluids. Vol 35, 082116. |
11 | Nand, S., Jena, K. C., Singh, K. P., Mishra, M., (2023): Nanoscale optimization of the opto-hydrodynamical air-water interface deformation, Phys. Letters A, Vol. 481, 129007. |
12 | Kim, M. C., Palodhi, L., Hong, J. S., Mishra, M., (2023): Effect of thermodynamic instability on viscous fingering of binary mixtures in a Hele-Shaw cell, J. Fluid Mech., Vol 972, A23. |
13 | Yuka, D., Nagatsu, Y. Mishra, M., Suzuki, R, (2023): Numerical study on the effect of Péclet number on miscible viscous fingering with effective interfacial tension, J. Fluid Mech.,Vol 965 A22. |
14 | Sharma, V., Chen, C. Y., Mishra, M., (2023): A Linear Stability Analysis of Instabilities with Reactive Flows in Porous Medium, Physics of Fluids. Vol 35 064105. |
15 | Iwasaki, K, Nagatsu, Y. Ban, T., Lijima, J. Mishra, M., Suzuki, R., (2023): Experimental demonstration of the suppression of viscous fingering in a partially miscible system, Physical Chemistry Chemical Physics (PCCP), Vol 25, 13399-13409. |
16 | Verma, P. Sharma, V., Mishra, M., (2023): Understanding stable/unstable miscible A+B -> C reaction front and mixing in porous medium, Physics of Fluids Vol. 35, 044102. |
17 | Tapas Chatterjee and Sonam Garg, (2023): On q-Analogue of Euler-Stieltjes constants, Proceedings of American Mathematical Society, vol 151, no. 5, 2011-2022. |
18 | Dheeraj Kumar Sharma, Rajoo Pandey and Tapas Chatterjee, (2023): Algebraic Attack on Plantlet Lightweight stream cipher, Sadhana-Academy Proceedings in Engineering Sciences, 48, no. 4, Paper No. 256, 12 pp. |
19 | Tapas Chatterjee and Ayantika Laha, (2023): A note on Semi-Orthogonal (G-Matrix) and Semi-Involutory MDS Matrices, Finite Fields and Their Applications, 92, Paper No. 102279, 27. |
20 | Bhootna, N. and Kumar, A., (2023): GARTFIMA process and its spectral density based estimation. To appear in Journal of Applied Statistics. |
21 | Gupta, N. and Kumar, A., (2023): Fractional Poisson processes of order k and beyond. Journal of Theoretical Probability, 36 (4), 2165-2191. |
22 | Bhootna, N., Dhull, M.S., Kumar, A. and Leonenko, N., (2023): Singularities of spectral densities of Humbert generalized fractional differencing processes. Communications in Non-linear Science and Numerical Simulations. 125, 107412. |
23 | Dhull. M.S., Kumar, A. and Wylomanska, A., (2023): The expectation-maximization algorithm for autoregressive models with normal inverse Gaussian innovations. To Appear in Commun. Stat. B: Simul. Comput. |
24 | Balesh Kumar, Biplab Paul, (2023): Additive twists of L^2-norm of Fourier Jacobi coefficients of Siegel cusp forms, J. Number Theory, 251, 70-83. |
25 | Amit Samanta, Santanu Sarkar, (2023): Uncertainty principle for Weyl transform and Fourier Wigner transform; Colloquium Mathematicum, 174, no.2, 217-227. |
26 | Kapil Jaglan, and A. Sairam Kaliraj, (2023): Criteria for close-to-convexity, convex in one direction of planar harmonic mappings, The Journal of Analysis, 13 pp. |
27 | Kapil Jaglan, and A. Sairam Kaliraj, (2023): Area-minimizing minimal graphs over linearly accessible domains, Journal of Geometric Analysis 33(10) , Paper No. 321, 18 pp. |
28 | GSRK and Subhajit Saha, (2023): Linear preservers of Hadamard-circulant majorization, Ind. J Pure Appl. Math, Vol. 54, pp. 1033-1039. |
29 | Gabeleh, M. and GSRK, (2023): Some remarks on convergence of best proximity points and semi-cyclic contractions, Rend. Circ. Mat. Palermo, II. Ser, Vol. 72, p. 2429-2442. |
30 | Jasdeep Singh, Murala, S., and GSRK, (2023): Multi domain learning for motion magnification, CVPR. |
31 | Jasdeep Singh, Murala, S., and GSRK, (2023): Lightweight network for video motion magnification, IEEE/CVF (WACV). |
32 | Sunita Choudhary and S. C. Martha, (2023): Dissipation of incident wave energy by two submerged horizontal porous plates over a pair of trenches, International Journal of Applied Mechanics – World Scientific, 15 (09), 2350060. |
33 | Naveen Kumar, Amandeep Kaur and S. C. Martha, (2023): Scattering of water waves by two thin vertical barriers over shelf bottom topography, Geophysical & Astrophysical Fluid Dynamics -Taylor & Francis, 117 (2), 130-154. Published on May 02, 2023. |
34 | Aditi Jain, and A. K. Gupta, (2023): “Large-scale closed and generalized networks of ribosome flow model with different site sizes.” Physica D: Nonlinear Phenomena: 133881. |
35 | A. Gupta and A. K. Gupta, (2023): “Exclusion processes on a roundabout traffic model with constrained resources”, Physical Review E, 108.6, 064116. |
36 | Michael A. Henning, Arti Pandey, Vikash Tripathi, (2023): Algorithmic aspects of paired disjunctive domination in graphs. Theor. Comput. Sci. 966-967: 113990. |
37 | Michael A. Henning, Kusum, Arti Pandey, Kaustav Paul, (2023): Complexity of Total Dominator Coloring in Graphs. Graphs Comb. 39(6): 128. |
38 | Vikash Tripathi, Arti Pandey, Anil Maheshwari, (2023): A linear-time algorithm for semitotal domination in strongly chordal graphs. Discret. Appl. Math. 338: 77-88. |
39 | Bostjan Bresar, Arti Pandey, Gopika Sharma, (2023): Computation of Grundy dominating sequences in (co-)bipartite graphs. Comput. Appl. Math. 42(8): 359. |
40 | Kusum, Arti Pandey, (2023): Cosecure Domination: Hardness Results and Algorithms. In: Hsieh, SY., Hung, LJ., Lee, CW. (eds) Combinatorial Algorithms. IWOCA 2023. Lecture Notes in Computer Science, vol 13889. Springer. |
41 | D. A. O’Brien, S. Deb, G. Gal, S. Thackeray, P. S. Dutta, S. Matsuzaki, L. May, C. F. Clements, (2023): Early warning signals have limited applicability to empirical lake data, Nature Communications, 14, 7942. |
42 | D. Biswas, T. Mondal, P. S. Dutta, and T. Banerjee, (2023): Control of birhythmicity through space-dependent intermittent feedback, CHAOS, AIP, Vol. 33 (10), 103136. |
43 | S. Bhandary, T. Banerjee, and P. S. Dutta, (2023): Stability of ecosystems under oscillatory driving with frequency modulation, Physical Review E, APS, Vol. 108 (2), 024301 (10). |
44 | D. O’Brien, S. Deb, S. Sidheekh, N. Krishnan, P. S. Dutta, and C. Clements, (2023): EWS methods: an R package to forecast tipping points at the community level using early warning signals and machine learning models, Ecography, Wiley, Vol. 2023 (10), e06674. |
45 | A. Narang, T. Banerjee, and P. S. Dutta, (2023): Increased habitat connectivity induces diversity via noise-induced symmetry breaking, CHAOS, AIP, Vol. 33 (6), 063118-9. |
46 | S. Deb, S. Bhandary, and P. S. Dutta, (2023): Evading tipping points in socio-mutualistic networks via structure mediated optimal strategy, Journal of Theoretical Biology, Elsevier, Vol. 567, 111494(10). |
Sr. No. | Publication details |
1 | Tapas Chatterjee and S. S. Khurana, (2022), A series representation of Euler-Stieltjes constants and an identity of Ramanujan, Rocky Mountain Journal of Mathematics, Volume 52, No. 1, 49–64. |
2 | Abhik Digar and G Sankara Raju Kosuru, (2022), Existence of best proximity points on a metric space with a graph and an application to periodic boundary value problems, Accepted for publication in the journal of nonlinear and convex analysis. |
3 | G Sanakra Raju Kosuru and M. Ashraf Bhat, (2022), Generalizations of some concentration inequalities, Statistics and Probability Letters, vol. 182 (Id: 109298), p. 1-7. |
4 | Abhik Digar and G Sanakra Raju Kosuru, (2022), Cyclic uniform lipschitzian mappings and proximal uniform normal structure, Annals of Functional Analysis, Vol. 13 (No.1), pp. 1-14 (Paper 5, p. 14). |
5 | Seya, S., Suzuki, R., Nagatsu, Y., Ban, T., Mishra, M., (2022), Numerical study on topological change of viscous fingering induced by a phase separation with Korteweg force, under revision Journal of Fluid Mechanics, vol. 938, A18. |
6 | Vikash Tripathi, Ton Kloks, Arti Pandey, Kaustav Paul, Hung-Lung Wang, (2022), Complexity of Paired Domination in AT-free and Planar Graphs, In CALDAM 2022: Lecture Notes in Computer Science, Springer, vol 13179, pp. 65-77. |
7 | Sairam Kaliraj A, (2022), On De la Vallée Poussin means for harmonic mappings, Monatshefte für Mathematik, 198, 547–564. |
8 | Suman Das, Sairam Kaliraj A, (2022), A Riesz-Fejér type inequality for harmonic functions, Journal of Mathematical Analysis and Applications, 507, no. 2, Paper No. 125812, pp-12. |
9 | S. Deb, S. Bhandary, S. K. Sinha, M. K. Jolly, and P. S. Dutta*, (2022), Identifying Critical Transitions in Complex Diseases, Journal of Biosciences, Springer, Vol. 47 (2022). |
10 | S. Deb, S. Sidheekh, C. F. Clements, N. C. Krishnan, and P. S. Dutta*, (2022), Machine learning methods trained on simple models can predict critical transitions in complex natural systems, Royal Society Open Science, The Royal Society Publishing, Vol. 9, 211475(12). |
11 | T. Kaur, and P. S. Dutta, (2022), Effects of noise correlation and imperfect data sampling on indicators of critical slowing down, Theoretical Ecology, Springer, Vol. 15, Issue 2, pp 1-14 (2022). |
12 | A. Narang, and P. S. Dutta, (2022), Climate warming and dispersal strategies determine species persistence in a metacommunity, Theoretical Ecology, Springer, Vol. 15, Issue 1, pp 81-92 (2022). |
13 | A. Gupta, A. K. Gupta, (2022), Particle creation and annihilation in an exclusion process on network, Journal of Physics A: Mathematical and Theoretical, 55, 105001. |
14 | A. Jain, M. Margaliot, A. K. Gupta, (2022), Large-scale mRNA translation and the intricate effects of competition for the finite pool of ribosomes, Journal of the Royal Society Interface 19, 20220033. |
15 | A. Jindal, N. Bhatia, A. B. Kolomeisky, A. K. Gupta, (2022), The effect of local reversible dissociation of particles in interactive driven diffusive systems, Physica A: Statistical Mechanics and its Applications, 588, 126555. |
16 | Gupta, N., Kumar, A., Leonenko, N., (2022), A Generalization of Multifractional Brownian Motion, Fractal Fract. 2022, 6, 74. |
17 | Amrendra Gill, Madeti Prabhakar, (2022), Variations in writhes of virtual Knots under a local move, Bulletin of the Korean Mathematical Society, 59, No. 2, 303-318. |
18 | Amrendra Gill, Maxim Ivanov, Madeti Prabhakar, Andrei Vesnin, (2022), Recurrent Generalization of F-Polynomials for Virtual Knots and Links, Symmetry, 14(1):15. |
19 | A. Choudhary, Kshma Trivedi, Santanu Koley and S. C. Martha, (2022), On the scattering and radiation of water waves by a finite dock floating over a rectangular trench, Wave Motion- Elsevier, Volume 110, 102869. |
20 | Gagan Sahoo, Sofia Singla and S. C. Martha, (2022), Scattering of oblique water waves by thick porous structure and thin elastic plate, Ocean Engineering – Elsevier, Vol. 248, 110526. |
21 | Sofia Singla, H. Behera, S. C. Martha, T. Sahoo, (2022), Scattering of water waves by very large floating structure in the presence of a porous box, Journal of Offshore Mechanics and Arctic Engineering – ASME, 144(4), 041904. |
Sr. No. | Publication details |
1 | Gupta, N., Kumar, A., and Leonenko, N., (2021), Stochastic Models With Mixtures of Tempered Stable Subordinators, Mathematical Communications, 26, 77-99. |
2 | Dhull, M. S., Kumar, A., (2021), Normal inverse Gaussian autoregressive model using EM algorithm, International Journal of Advances in Engineering Sciences and Applied Mathematics, 13, 139–147. |
3 | Grzesiek, A., Poloczanski, R., Kumar, A. and Wylomanska, A., (2021), Moment-based estimation of parameters of general inverse subordinator, Physica A, 126042. |
4 | Anisur Rahaman Molla, Kaushik Mondal, William K. Moses Jr., (2021), Optimal dispersion on an anonymous ring in the presence of weak Byzantine robots, Theoretical Computer Science, 887, 111-121. |
5 | Arya Tanmay Gupta, Swapnil A. Lokhande, Kaushik Mondal, (2021), Burning Grids and Intervals, CALDAM 2021, 66-79. |
6 | Barun Gorain, Kaushik Mondal, Supantha Pandit, (2021), Distributed Independent Sets in Interval and Segment Intersection Graphs, SOFSEM 2021, 175-188. |
7 | Arti Pandey and Ton Kloks, (2021), Semitotal Domination on AT-Free Graphs and Circle Graphs, In CALDAM 2021: Lecture Notes in Computer Science, Springer, vol. 12601, 55-65. |
8 | Michael A. Henning, Arti Pandey, Vikash Tripathi, (2021), Semipaired Domination in Some Subclasses of Chordal Graphs, Discrete Mathematics & Theoretical Computer Science, 23(1). |
9 | Sharma, V., Othman, H., Nagatsu, Y., Mishra, M., (2021), Viscous Fingering of Miscible Annular Ring, Journal of Fluid Mechanics, vol. 916, A14. |
10 | Hafsi, Z., Elaoud, S., Mishra, M., Wada, I., (2021), Numerical Study of Droplets Coalescence in an Oil-Water Separator, Lecture Notes in Mechanical Engineering, pp. 449–454. |
11 | Maharana, S., Mishra, M., (2021), Reaction induced interfacial instability of miscible fluids in a channel, Journal of Fluid Mechanics, vol. 925, A3 (2021). |
12 | Kiran, A., Shekhar, C., Sabapathy, M., Mishra, M., Kumar, L., Kumar, N. and Mehandia, V., (2021), Effect of Serum Starvation on Rheology of Cell Monolayers, Physics of Fluids , Vol 33, 071908. |
13 | Pramanik, S., Mishra, M., (2021), Role of density gradients on miscible Rayleigh–Taylor fingers in porous media, AIP Advances 11, 085201. |
14 | Suzuki, R., Tada, H., Hirano, S., Ban, T., Mishra, M., Takeda, R., Nagatsu, Y., (2021), Anomalous patterns of Saffman–Taylor fingering instability during a metastable phase separation, Physical Chemistry Chemical Physics (PCCP), 23, 10926-10935. |
15 | Kim, M. C., Pramanik, S., Sharma, V., Mishra, M., (2021), Unstable miscible displacements in radial flow with chemical reactions, Journal of Fluid Mechanics vol. 917, A25. |
16 | A. Jindal, A. K. Verma, A. K. Gupta, (2021), Cooperative dynamics in bidirectional transport on flexible lattice, Journal of Statistical Physics 182.1 (2021): 1-19. |
17 | A. Jindal, T. Midha, A. K. Gupta, (2021), Analysis of interactions in totally asymmetric exclusion process with site-dependent hopping rates: theory and simulations, Journal of Physics A: Mathematical and Theoretical 53 (23), 235001. |
18 | A. Jindal, A. B. Kolomeisky, A. K. Gupta, (2021), Steady-state dynamics of exclusion process with local reversible association of particles, Journal of Statistical Physics, 185, 17 (2021). |
19 | T. Verma, A. K. Gupta, (2021), Evolutionary dynamics of rock-paper-scissors game in the patchy network with mutations, Chaos, Solitons and Fractals, 153(1), 111538. |
20 | B. Pal, A. K. Gupta, (2021), Reservoir crowding in a totally asymmetric simple exclusion process with Langmuir Kinetics, Chaos, Solitons and Fractals, 153(1), 111517. |
21 | B. Pal, A. K. Gupta, (2021), Persistence of spontaneous symmetry breaking in bidirectional transport system with reservoir crowding, Journal of Physics A: Mathematical and Theoretical, 54 (40), 405002. |
22 | A. Jindal, A. K. Gupta, (2021), Effect of local dissociation on symmetry breaking in exclusion model constituted by bridge lane and input-output TASEPs, Chaos, Solitons and Fractals, 152, 111354. |
23 | N. Sharma, A. K. Verma, A. K. Gupta, (2021), Spatial network based model forecasting transmission and control of COVID-19, Physica A: Statistical Mechanics and its Applications, 581(1), 126223. |
24 | T. Verma, A. K. Gupta, (2021), Network synchronization, stability and rhythmic processes in a diffusive mean-field coupled SEIR model, Communications in Nonlinear Science and Numerical Simulation, 102, 105927. |
25 | A. Jindal, A. K. Gupta, (2021), Exclusion process on two intersecting lanes with constrained resources: Symmetry breaking and shock dynamics, Physical Review E, 104, 014138. |
26 | S. Tyagi, S. C. Martha, S. Abbas and A. Debbouche, (2021), Mathematical modeling and analysis for controlling the spread of infectious diseases, Chaos, Solitons and Fractals-Elsevier, 144, 110707. |
27 | Joshi, Sahil, Prabhakar, Madeti, (2021), The Gordian complex of theta-curves, Journal of Knot Theory and its Ramifications, 30, No. 8, 2150050, pp-11. |
28 | Gill, A., Kaur, K., Prabhakar, M., Vesnin, A, (2021), An unknotting invariant for welded knots, Proceedings Indian Academy of Sciences, Mathematical Sciences, 131, No. 2, 47, pp-17. |
Sr. No. | Publication details |
1 | Sharma, V., Nand, S., Pramanik, S. Chen, C. Y., Mishra, M., (2020), Control of Radial Miscible Viscous Fingering, J. Fluid Mechanics, Vol. 884, A16. |
2 | Rana, C., Mishra, M., (2020), Interaction between rarefaction wave and viscous fingering in a Langmuir adsorbed solute, Physical Review E 101, 033101. |
3 | Hota, T., Mishra, M., (2020), Transient growth and symmetrizability in rectilinear miscible viscous fingering, Journal of Engineering Mathematics, Vol. 120, 111–128. |
4 | Suzuki, R., Quah, F. W., Ban, T., Mishra, M., Nagatsu, Y., (2020), Experimental study of miscible viscous fingering with different effective interfacial tension, AIP Advances Vol. 10, 115219. |
5 | Suzuki, R., Takeda, R., Nagatsu, Y., Mishra, M., Ban, T., (2020), Fluid Morphologies Governed by the Competition of Viscous Dissipation and Phase Separation in a Radial Hele-Shaw Flow, Coatings, Vol. 10, 960. |
6 | Suzuki, R., Nagatsu, Y., Mishra, M., Ban, T., (2020), Phase separation effects on a partially miscible viscous fingering dynamics, J. Fluid Mechanics, Vol. 898, A11. |
7 | Michael A. Henning, Arti Pandey, Vikash Tripathi, (2020), Complexity and Algorithms for Semipaired Domination in Graphs, Theory of Computing Systems, 64, 1225-1241. |
8 | B. S. Panda, Arti Pandey, Juhi Chaudhary, Piyush Dane, Manav Kashyap, (2020), Maximum weight induced matching in some subclasses of bipartite graphs, Journal of Combinatorial Optimization, 40, 713-732. |
9 | Arti Pandey, Gopika Sharma, Nivedit Jain, (2020), Maximum Weighted Edge Biclique Problem on Bipartite Graphs, in CALDAM 2020, Lecture Notes in Computer Science, 12016, 116-128. |
10 | Kumar, A., Leonenko, N. and Pichler, A., (2020), Fractional Risk Process in Insurance, Mathematics and Financial Economics, 14, 43 – 65. |
11 | Gupta, N., Kumar, A., and Leonenko, N., (2020), Skellam Type Processes of Order k, Entropy, 1193-1213. |
12 | Gupta, N., Kumar, A., and Leonenko, N., (2020), Tempered Fractional Poisson Processes and Fractional Equations with Z-Transform, Stochastic Analysis and Applications, 38, 939-957. |
13 | A. K. Verma, N. Sharma, A. K. Gupta, (2020), On the role of interacting particles and limited resources in the regulation of lattice length dynamics, Journal of Statistical Physics, 179, 216–230. |
14 | T. Verma, A. K. Gupta, (2020), Mean-field dispersal induced synchrony and stability in an epidemic model under patchy environment, Physica A, 541, 123300. |
15 | A. Jindal, A. B. Kolomeisky, A. K. Gupta, (2020), Effect of local dissociations in bidirectional transport of driven particles, Journal of Statistical Mechanics, vol. 2020, 113202. |
16 | B. Pal, A. K. Gupta, (2020), Role of interactions in a closed quenched driven diffusive system, Journal of Physics A: Mathematical and Theoretical, 54, 025005. |
17 | A. Jindal, A. B. Kolomeisky, A. K. Gupta, (2020), The Role of Dynamic Defects in Transport of Interacting Molecular Motors, Journal of Statistical Mechanics, ol. 2020, 043206. |
18 | Tapas Chatterjee and Sonika Dhillon, (2020), Linear independence of Harmonic numbers over the field of algebraic numbers, The Ramanujan Journal, 51, No. 1, 43-66, DOI: 10.1007/s11139-018-0124-6. |
19 | Tapas Chatterjee and Sonika Dhillon, (2020), Linear independence of logarithms of cyclotomic numbers and a conjecture of Livingston, Canadian Mathematical Bulletin, 63, No. 1, 31-45. |
20 | Tapas Chatterjee, Sonika Dhillon, (2020), Linear independence of harmonic numbers over the field of algebraic numbers II, The Ramanujan Journal, Springer, 52, no. 3, 555–580. |
21 | I. R. Kayumov, S. Ponnusamy, A. Sairam Kaliraj, (2020), Riesz-Fejér Inequalities for Harmonic Functions, Potential Analysis, 52, 105-113. |
22 | T. Kaur, S. Sarkar, S. Chowdhury, S. Sinha, M. K. Jolly and P. S. Dutta, (2020), Anticipating the novel coronavirus (COVID-19) pandemic, Frontiers in Public Health, Vol. 8, 569669. |
23 | T. Kaur and P. S. Dutta, (2020), Persistence and stability of interacting species in response to climate warming: The role of trophic structure, Theoretical Ecology, Springer, Vol. 13, Issue 3, pp 333-348. |
24 | Balesh Kumar, Jay Mehta, G. K. Viswanadham, (2020), Some remarks on the Fourier coefficients of cusp forms, International Journal of Number Theory, 16, 9, 1935-1943. |
25 | A. Gill, M. Prabhakar, and A. Vesnin, (2020), Gordian complexes of knots and virtual knots given by region crossing changes and arc shift moves, Journal of Knot Theory and Its Ramifications, 29, 2042008. |
26 | G. Sankara Raju Kosuru and Subhajit Saha, (2020), Cone type majorization and its strong linear preservers, Electronic Journal of Linear Algebra, Vol. 36, pp. 511 – 518. |
27 | G. Sankara Raju Kosuru, (2020), On best proximity pairs with application to differential equations, Fixed Point Theory, Vol. 21 (No. 2), pp. 647-656. |
28 | Anisur Rahaman Molla, Kaushik Mondal, William K. Moses Jr., (2020), Efficient Dispersion on an Anonymous Ring in the Presence of Weak Byzantine Robots, ALGOSENSORS 2020, 154-169. |
29 | Chen Avin, Kaushik Mondal, Stefan Schmid, (2020), Dynamically Optimal Self-adjusting Single-Source Tree Networks, LATIN 2020, 143-154. |
30 | A. Kaur, S.C. Martha and A. Chakrabarti, (2020), Linear algebraic method of solution for the problem of mitigation of wave energy near seashore by trench-type bottom topography, Journal of Engineering Mechanics, 146(11), 04020125. |
31 | A. Kaur, S.C. Martha and A. Chakrabarti, (2020), An algebraic method of solution of a water wave scattering problem involving an asymmetrical trench, Computational and Applied Mathematics, 39(3), 229. |
32 | S. Tyagi and S. C. Martha, (2020), Finite-time stability for a class of fractional-order fuzzy neural networks with proportional delay, Fuzzy Sets and Systems-Elsevier, 381, 68-77 (Scopus and SCI indexed). |
Sr. No. | Publication details |
1 | Gupta, N., Kumar, A., and Leonenko, N., (2021), Stochastic Models With Mixtures of Tempered Stable Subordinators, Mathematical Communications, 26, 77-99. |
2 | Dhull, M. S., Kumar, A., (2021), Normal inverse Gaussian autoregressive model using EM algorithm, International Journal of Advances in Engineering Sciences and Applied Mathematics, 13, 139–147. |
3 | Grzesiek, A., Poloczanski, R., Kumar, A. and Wylomanska, A., (2021), Moment-based estimation of parameters of general inverse subordinator, Physica A, 126042. |
4 | Anisur Rahaman Molla, Kaushik Mondal, William K. Moses Jr., (2021), Optimal dispersion on an anonymous ring in the presence of weak Byzantine robots, Theoretical Computer Science, 887, 111-121. |
5 | Arya Tanmay Gupta, Swapnil A. Lokhande, Kaushik Mondal, (2021), Burning Grids and Intervals, CALDAM 2021, 66-79. |
6 | Barun Gorain, Kaushik Mondal, Supantha Pandit, (2021), Distributed Independent Sets in Interval and Segment Intersection Graphs, SOFSEM 2021, 175-188. |
7 | Arti Pandey and Ton Kloks, (2021), Semitotal Domination on AT-Free Graphs and Circle Graphs, In CALDAM 2021: Lecture Notes in Computer Science, Springer, vol. 12601, 55-65. |
8 | Michael A. Henning, Arti Pandey, Vikash Tripathi, (2021), Semipaired Domination in Some Subclasses of Chordal Graphs, Discrete Mathematics & Theoretical Computer Science, 23(1). |
9 | Sharma, V., Othman, H., Nagatsu, Y., Mishra, M., (2021), Viscous Fingering of Miscible Annular Ring, Journal of Fluid Mechanics, vol. 916, A14. |
10 | Hafsi, Z., Elaoud, S., Mishra, M., Wada, I., (2021), Numerical Study of Droplets Coalescence in an Oil-Water Separator, Lecture Notes in Mechanical Engineering, pp. 449–454. |
11 | Maharana, S., Mishra, M., (2021), Reaction induced interfacial instability of miscible fluids in a channel, Journal of Fluid Mechanics, vol. 925, A3 (2021). |
12 | Kiran, A., Shekhar, C., Sabapathy, M., Mishra, M., Kumar, L., Kumar, N. and Mehandia, V., (2021), Effect of Serum Starvation on Rheology of Cell Monolayers, Physics of Fluids , Vol 33, 071908. |
13 | Pramanik, S., Mishra, M., (2021), Role of density gradients on miscible Rayleigh–Taylor fingers in porous media, AIP Advances 11, 085201. |
14 | Suzuki, R., Tada, H., Hirano, S., Ban, T., Mishra, M., Takeda, R., Nagatsu, Y., (2021), Anomalous patterns of Saffman–Taylor fingering instability during a metastable phase separation, Physical Chemistry Chemical Physics (PCCP), 23, 10926-10935. |
15 | Kim, M. C., Pramanik, S., Sharma, V., Mishra, M., (2021), Unstable miscible displacements in radial flow with chemical reactions, Journal of Fluid Mechanics vol. 917, A25. |
16 | A. Jindal, A. K. Verma, A. K. Gupta, (2021), Cooperative dynamics in bidirectional transport on flexible lattice, Journal of Statistical Physics 182.1 (2021): 1-19. |
17 | A. Jindal, T. Midha, A. K. Gupta, (2021), Analysis of interactions in totally asymmetric exclusion process with site-dependent hopping rates: theory and simulations, Journal of Physics A: Mathematical and Theoretical 53 (23), 235001. |
18 | A. Jindal, A. B. Kolomeisky, A. K. Gupta, (2021), Steady-state dynamics of exclusion process with local reversible association of particles, Journal of Statistical Physics, 185, 17 (2021). |
19 | T. Verma, A. K. Gupta, (2021), Evolutionary dynamics of rock-paper-scissors game in the patchy network with mutations, Chaos, Solitons and Fractals, 153(1), 111538. |
20 | B. Pal, A. K. Gupta, (2021), Reservoir crowding in a totally asymmetric simple exclusion process with Langmuir Kinetics, Chaos, Solitons and Fractals, 153(1), 111517. |
21 | B. Pal, A. K. Gupta, (2021), Persistence of spontaneous symmetry breaking in bidirectional transport system with reservoir crowding, Journal of Physics A: Mathematical and Theoretical, 54 (40), 405002. |
22 | A. Jindal, A. K. Gupta, (2021), Effect of local dissociation on symmetry breaking in exclusion model constituted by bridge lane and input-output TASEPs, Chaos, Solitons and Fractals, 152, 111354. |
23 | N. Sharma, A. K. Verma, A. K. Gupta, (2021), Spatial network based model forecasting transmission and control of COVID-19, Physica A: Statistical Mechanics and its Applications, 581(1), 126223. |
24 | T. Verma, A. K. Gupta, (2021), Network synchronization, stability and rhythmic processes in a diffusive mean-field coupled SEIR model, Communications in Nonlinear Science and Numerical Simulation, 102, 105927. |
25 | A. Jindal, A. K. Gupta, (2021), Exclusion process on two intersecting lanes with constrained resources: Symmetry breaking and shock dynamics, Physical Review E, 104, 014138. |
26 | S. Tyagi, S. C. Martha, S. Abbas and A. Debbouche, (2021), Mathematical modeling and analysis for controlling the spread of infectious diseases, Chaos, Solitons and Fractals-Elsevier, 144, 110707. |
27 | Joshi, Sahil, Prabhakar, Madeti, (2021), The Gordian complex of theta-curves, Journal of Knot Theory and its Ramifications, 30, No. 8, 2150050, pp-11. |
28 | Gill, A., Kaur, K., Prabhakar, M., Vesnin, A, (2021), An unknotting invariant for welded knots, Proceedings Indian Academy of Sciences, Mathematical Sciences, 131, No. 2, 47, pp-17. |
Sr. No. | Publication details |
1 | Gupta, N., Kumar, A., and Leonenko, N., (2021), Stochastic Models With Mixtures of Tempered Stable Subordinators, Mathematical Communications, 26, 77-99. |
2 | Dhull, M. S., Kumar, A., (2021), Normal inverse Gaussian autoregressive model using EM algorithm, International Journal of Advances in Engineering Sciences and Applied Mathematics, 13, 139–147. |
3 | Grzesiek, A., Poloczanski, R., Kumar, A. and Wylomanska, A., (2021), Moment-based estimation of parameters of general inverse subordinator, Physica A, 126042. |
4 | Anisur Rahaman Molla, Kaushik Mondal, William K. Moses Jr., (2021), Optimal dispersion on an anonymous ring in the presence of weak Byzantine robots, Theoretical Computer Science, 887, 111-121. |
5 | Arya Tanmay Gupta, Swapnil A. Lokhande, Kaushik Mondal, (2021), Burning Grids and Intervals, CALDAM 2021, 66-79. |
6 | Barun Gorain, Kaushik Mondal, Supantha Pandit, (2021), Distributed Independent Sets in Interval and Segment Intersection Graphs, SOFSEM 2021, 175-188. |
7 | Arti Pandey and Ton Kloks, (2021), Semitotal Domination on AT-Free Graphs and Circle Graphs, In CALDAM 2021: Lecture Notes in Computer Science, Springer, vol. 12601, 55-65. |
8 | Michael A. Henning, Arti Pandey, Vikash Tripathi, (2021), Semipaired Domination in Some Subclasses of Chordal Graphs, Discrete Mathematics & Theoretical Computer Science, 23(1). |
9 | Sharma, V., Othman, H., Nagatsu, Y., Mishra, M., (2021), Viscous Fingering of Miscible Annular Ring, Journal of Fluid Mechanics, vol. 916, A14. |
10 | Hafsi, Z., Elaoud, S., Mishra, M., Wada, I., (2021), Numerical Study of Droplets Coalescence in an Oil-Water Separator, Lecture Notes in Mechanical Engineering, pp. 449–454. |
11 | Maharana, S., Mishra, M., (2021), Reaction induced interfacial instability of miscible fluids in a channel, Journal of Fluid Mechanics, vol. 925, A3 (2021). |
12 | Kiran, A., Shekhar, C., Sabapathy, M., Mishra, M., Kumar, L., Kumar, N. and Mehandia, V., (2021), Effect of Serum Starvation on Rheology of Cell Monolayers, Physics of Fluids , Vol 33, 071908. |
13 | Pramanik, S., Mishra, M., (2021), Role of density gradients on miscible Rayleigh–Taylor fingers in porous media, AIP Advances 11, 085201. |
14 | Suzuki, R., Tada, H., Hirano, S., Ban, T., Mishra, M., Takeda, R., Nagatsu, Y., (2021), Anomalous patterns of Saffman–Taylor fingering instability during a metastable phase separation, Physical Chemistry Chemical Physics (PCCP), 23, 10926-10935. |
15 | Kim, M. C., Pramanik, S., Sharma, V., Mishra, M., (2021), Unstable miscible displacements in radial flow with chemical reactions, Journal of Fluid Mechanics vol. 917, A25. |
16 | A. Jindal, A. K. Verma, A. K. Gupta, (2021), Cooperative dynamics in bidirectional transport on flexible lattice, Journal of Statistical Physics 182.1 (2021): 1-19. |
17 | A. Jindal, T. Midha, A. K. Gupta, (2021), Analysis of interactions in totally asymmetric exclusion process with site-dependent hopping rates: theory and simulations, Journal of Physics A: Mathematical and Theoretical 53 (23), 235001. |
18 | A. Jindal, A. B. Kolomeisky, A. K. Gupta, (2021), Steady-state dynamics of exclusion process with local reversible association of particles, Journal of Statistical Physics, 185, 17 (2021). |
19 | T. Verma, A. K. Gupta, (2021), Evolutionary dynamics of rock-paper-scissors game in the patchy network with mutations, Chaos, Solitons and Fractals, 153(1), 111538. |
20 | B. Pal, A. K. Gupta, (2021), Reservoir crowding in a totally asymmetric simple exclusion process with Langmuir Kinetics, Chaos, Solitons and Fractals, 153(1), 111517. |
21 | B. Pal, A. K. Gupta, (2021), Persistence of spontaneous symmetry breaking in bidirectional transport system with reservoir crowding, Journal of Physics A: Mathematical and Theoretical, 54 (40), 405002. |
22 | A. Jindal, A. K. Gupta, (2021), Effect of local dissociation on symmetry breaking in exclusion model constituted by bridge lane and input-output TASEPs, Chaos, Solitons and Fractals, 152, 111354. |
23 | N. Sharma, A. K. Verma, A. K. Gupta, (2021), Spatial network based model forecasting transmission and control of COVID-19, Physica A: Statistical Mechanics and its Applications, 581(1), 126223. |
24 | T. Verma, A. K. Gupta, (2021), Network synchronization, stability and rhythmic processes in a diffusive mean-field coupled SEIR model, Communications in Nonlinear Science and Numerical Simulation, 102, 105927. |
25 | A. Jindal, A. K. Gupta, (2021), Exclusion process on two intersecting lanes with constrained resources: Symmetry breaking and shock dynamics, Physical Review E, 104, 014138. |
26 | S. Tyagi, S. C. Martha, S. Abbas and A. Debbouche, (2021), Mathematical modeling and analysis for controlling the spread of infectious diseases, Chaos, Solitons and Fractals-Elsevier, 144, 110707. |
27 | Joshi, Sahil, Prabhakar, Madeti, (2021), The Gordian complex of theta-curves, Journal of Knot Theory and its Ramifications, 30, No. 8, 2150050, pp-11. |
28 | Gill, A., Kaur, K., Prabhakar, M., Vesnin, A, (2021), An unknotting invariant for welded knots, Proceedings Indian Academy of Sciences, Mathematical Sciences, 131, No. 2, 47, pp-17. |
Sr. No. | Publication details |
1 | P. S. Dutta, B. W. Kooi and U. Feudel, (2017), The impact of a predator on the outcome of competition in the three-trophic food web, Journal of Theoretical Biology, Elsevier, Vol. 417, 28-42. DOI: 10.1016/j.jtbi.2017.01.020. |
2 | P. Vellaisamy and A. Kumar, (2017), First-exit times of an inverse Gaussian process, Stochastics, in press, DOI: 10.1080/17442508.2017.1311897. |
3 | A. Choudhary and S. C. Martha, (2017), Approximate solutions of some problems of scattering of surface water waves by vertical barriers, Sadhana: Academy Proceedings in Engineering Sciences- Springer, in press. |
4 | A. Choudhary and S. C. Martha, (2017), Scattering of oblique surface water waves by thin vertical barrier over undulating bed topography Sciences, Journal of Marine Science and Application- Springer, in press. |
5 | C. Rana and M.Mishra, (2017) Interaction between shock layer and viscous fingering in a langmuir adsorbed solute, Phys. Fluids. 29, 032108. |
6 | Arti Pandey, B. S. Panda, Piyush Dane, Manav Kashyap, (2017), Induced Matching in Some Subclasses of Bipartite Graphs, In CALDAM, Lecture Notes in Computer Science 10156, 308-319. |
7 | B. S. Panda, Arti Pandey and S. Paul., (2017) Algorithmic aspects of b-disjunctive domination in graphs, Journal of Combinatorial Optimization, in press doi: 10.1007/s10878-017-0112-6. |
8 | N. Sharma, A. K. Gupta (2017), Impact of time delay on the dynamics of SEIR epidemic model using cellular automata, Physica A, 471, 114-125. |
9 | J. Gazda, A. Wylomanska and A. Kumar, (2017), Generalized Fractional Laplace Motion, Statistics & Probability Letters, Vol. 124, 101–109. |
10 | G. Sankara Raju Kosuru, (2017), “Specific Eigenbounds for Hadamard product of Hermitian matrices” Journal of Analysis, Springer, in press. |
11 | Kuldeep Kaur, Manju Khan, T. Chatterjee, (2017) A note on Normal Complement problem, Journal of algebra and its applications-World Scientific, 16, 1750011. |
12 | Kuldeep Kaur, Manju Khan, (2017), Units in Modular Group algebra, Appear in Communication in Algebra. Taylor & Francis, 45(3), 971-976. |
13 | Arun Kumar, A. Wylomanska and J. Gajda, (2017). Stable Levy motion with inverse Gaussian subordinator. Physica A, 482, 486-500. |
14 | Gazda, J., Wylomanska, A. and Kumar, A. (2017). Generalized fractional Laplace motion. Statist. Probab. Lett., 124, 101-109. |
15 | T. Midha, A. K. Gupta, A. B. Kolomeisky, (2017), “The Effect of Side Motion in the Dynamics of Interacting Molecular Motors”, Journal of Statistical Mechanics: Theory and Experiment. (accepted) |
16 | A. K. Gupta, N. Sharma, (2017), “Nano-Machines on Biological Networks”, Biostatistics & Biometrics, accepted (Invited mini review). |
17 | T. Midha, A. K. Gupta, (2017), “Role of interactions and correlations on collective dynamics of molecular motors along parallel filaments”, Journal of Statistical Physics. (Accepted). |
18 | Anubhav Gupta, T. Banerjee and P. S. Dutta, 2017, Increased persistence via asynchrony in oscillating ecological populations with long-range interaction, Physical Review E, APS, Vol. 96 (4), 042202 (10). DOI: 10.1103/PhysRevE.96.042202. |
19 | Y. Sharma and P. S. Dutta, (2017), Regime shifts driven by dynamic correlations in gene expression noise, Physical Review E, APS, Vol. 96 (2), 022409 (11). DOI: 10.1103/PhysRevE.96.022409. |
20 | K Kaur, S Kamada, A Kawauchi, M Prabhakar, (2017), Gauss diagrams, unknotting numbers and trivializing numbers of spatial graphs, Topology and its Applications, 2017, Volume 230, Pages 586-598. |
21 | Srikumar Panda and S.C. Martha, (2017) Water-waves Scattering by Permeable Bottom in Two-layer Fluid in the Presence of Surface Tension, Mathematical Modelling and Analysis- Taylor & Francis, Volume 22(6), 827-851. |
22 | A. Choudhary and S. C. Martha, (2017) Approximate solutions of some problems of scattering of surface water waves by vertical barriers, Sadhana: Academy Proceedings in Engineering Sciences- Springer, Volume 42(5), 759-768. |
23 | A. Choudhary and S. C. Martha, (2017) Scattering of oblique surface water waves by thin vertical barrier over undulating bed topography Sciences, Journal of Marine Science and Application- Springer, Volume 16(2), 190-198. |
24 | Arun Kumar, N. Upadhye, A. Wylomanska, J. Gajda, (2017), Tempered Mittag-Leffler Levy Processes. Communications in Statistics (Forthcoming). |
25 | V. Sharma, S. Pramanik, and M. Mishra, (2017), Dynamics of a highly viscous circular blob in homogeneous porous media, Fluids 2017, 2(2), 32. |
Sr. No. | Publication details |
1 | Ramesh A., T. Banerjee and P. S. Dutta, (2016), Generation and cessation of oscillations: Interplay of excitability and dispersal in a class of ecosystems, CHAOS, AIP, Vol. 26, 123122-10, DOI: 10.1063/1.4972561. |
2 | E. A. Gopalakrishnan, Y. Sharma, T. John, P. S. Dutta and R. I. Sujith, (2016), Early warning signals for critical transitions in a thermoacoustic system, Scientific Reports (Nature), 35310, DOI: 10.1038/srep35310. |
3 | T. Banerjee, P. S. Dutta, A. Zakharova, and E. Schöll, (2016), Chimera patterns induced by distance-dependent power-law coupling in ecological networks, Physical Review E, APS, Vol. 94, 032206, DOI: 10.1103/PhysRevE.94.032206. |
4 | R. Arumugam, P. S. Dutta and T. Banerjee, (2016), Environmental coupling in ecosystems: From oscillation quenching to rhythmogenesis, Physical Review E, APS, Vol. 94, 022206, DOI: 10.1103/PhysRevE.94.022206. |
5 | S. Chakraborty, Ramesh A. and P. S. Dutta, (2016), Toxic Phytoplankton as a Keystone Species in Aquatic Ecosystems: Stable Coexistence to Biodiversity, OIKOS, Wiley, Vol. 125, 735-746, DOI: 10.1111/oik.02322. |
6 | S. Pramanik and M. Mishra, (2016), Fingering instability and mixing of a blob in porous media, Physical Review, E 94, 043106. |
7 | Satyajit Pramanik and Manoranjan Mishra, (2016), Coupled effect of viscosity and density gradients on fingering instabilities of a miscible slice in porous media, Physics of Fluids, Vol 28, 084104. |
8 | S. Vikash, P. Madeti, (2016), On Arf Invariant and Trivializing Number, Contemporary Mathematics (Proceedings of American Mathematical Society), Vol 670, (DOI:http://dx.doi.org/10.1090/conm/670). |
9 | A. Choudhary, S. C. Martha, (2016), Diffraction of surface water waves by an undulating bed topography in the presence of vertical barrier, Ocean Engineering, 122 32–43. |
10 | A. Choudhary and S. C. Martha, (2016), Wave scattering by a permeable barrier over undulating bed, AIP Conference Proceedings 1738, 480015 ; doi: 10.1063/1.4952251. |
11 | I. Dhiman, A. K. Gupta, (2016), Origin and dynamics of a bottleneck-induced shock in a two-channel exclusion process, Physics Letters A, Vol 380, Issue 24, 2038–2044. |
12 | C Mishra, (2016), “A new stability result for the modified Craig–Sneyd scheme applied to two-dimensional convection–diffusion equations with mixed derivatives” Applied Mathematics and Computation, Vol-285, 41-50. |
13 | P. Redhu, A K. Gupta, (2016), The role of passing in a two-dimensional network, Nonlinear Dynamics, 86 (1), 389-399 . |
14 | B Sharma, V. K. Katiyar, A. K. Gupta, (2016), Intelligent traffic light control algorithm at the road intersection, Communication and Computing Systems, 861-866. |
15 | Srikumar Panda, S.C. Martha and A. Chakrabarti, (2016), An alternative approach to study nonlinear inviscid flow over arbitrary bottom topography, Applied Mathematics and Computation, 273, 165-177. |
16 | A. K. Gupta, (2016), Collective dynamics on a two-lane asymmetrically coupled TASEP with mutually interactive Langmuir Kinetics, Journal of Statistical Physics, 162, 6, 1571-1586. |
17 | I. Dhiman, A. K Gupta, (2016), Collective dynamics of an inhomogeneous two-channel exclusion process: Theory and Monte Carlo simulations, Journal of Computational Physics, 309, 227–240. |
18 | I. Dhiman, A. K. Gupta, (2016), Origin and dynamics of a bottleneck-induced shock in a two-channel exclusion process, Physics Letters A, 380, 24, 2038–2044. |
19 | C. Mishra, (2016), A new stability result for the modified Craig–Sneyd scheme applied to two-dimensional convection–diffusion equations with mixed derivatives” Applied Mathematics and Computation, 285, 41-50. |
Sr. No. | Publication details |
1 | Siwach Vikash and Madeti Prabhakar, (2015), Region unknotting number of 2-bridge knots, Journal of Knot Theory and Its Ramifications, Vol. 24. |
2 | P. S. Dutta and T. Banerjee, (2015), Spatial coexistence of synchronized oscillation and death: A chimeralike state, Physical Review E, APS, Vol. 92, 042919. |
3 | Ramesh A., P. S. Dutta and T. Banerjee, (2015), Dispersal-induced Synchrony, Temporal Stability and Clustering in a Mean-field Coupled Rosenzweig–MacArthur Model, CHAOS, AIP, 25, 103121-11. |
4 | A. K. Verma, A. K. Gupta, I. Dhiman, (2015), Phase diagrams of three-lane asymmetrically coupled exclusion process with Langmuir kinetics, Europhysics Letters, 112, 30008. |
5 | T. Chatterjee, S. Gun and P. Rath, (2015), A number field extension of a question of Milnor, Contemporary Mathematics, AMS, 655, 15–26. |
6 | T. K. Hota, S. Pramanik, and M. Mishra, (2015), Nonmodal stability analysis of miscible viscous fingering in porous media, Phys. Rev., E 92, 053007. |
7 | S. Pramanik, De Wit and M. Mishra, (2015), Viscous fingering and deformation of a miscible circular blob in rectilinear displacement in porous media, J.Fluid Mech., 782, R2-1 – R2-10. |
8 | S. Pramanik, T. K. Hota and M. Mishra, (2015), Influence of viscosity contrast on buoyantly unstable miscible fluids in porous media, J. Fluid Mech. 780, 388-406. |
9 | T. K. Hota, S. Pramanik and M. Mishra,(2015), Onset of fingering instability in a finite slice of adsorbed solute, Phys. Rev., 2015, E 92, 023013. |
10 | S. Pramanik, and M. Mishra, (2015), Viscosity scaling of fingering instability in finite slices with Korteweg stress, Europhys. Lett. 109, 64001. |
11 | C. Rana, and M. Mishra, (2015), Effect of strong sample solvent on the solute dynamics for more or less viscous sample: A comparative study. Procedia IUTAM, 15, 249-255. |
12 | G. Sankara Raju Kosuru, (2015), Extensions of Edelstein’s Theorem on Contractive Mappings, Numer. Funct. Anal. Optim, 36, 7, 887-900. |
13 | B. V. Rajarama Bhat, Arup Chattopadhyay and G. Sankara Raju Kosuru, (2015), On Submajorization and Eigenvalue Inequalities, Linear Multilinear Algebra, 63, 2, 2245-2253. |
14 | Srikumar Panda, S. C. Martha and A. Chakrabarti, (2015), A modified approach to numerical solution of Fredholm integral equations of the second kind, Applied Mathematics and Computation, Vol 271, pp. 102-112 ( Elsevier Publication, DOI: 10.1016/j.amc.2015.08.111). Read more: Final version of Artical onScienceDirect. |
15 | S. Chakraborty, Ramesh A. and P. S. Dutta, (2015), Toxic Phytoplankton as a Keystone Species in Aquatic Ecosystems: Stable Coexistence to Biodiversity, OIKOS, Wiley, Early View (Online version), DOI: 10.1111/oik.02322. |
16 | T. Banerjee, P. S. Dutta and A. Gupta, (2015), Mean-field dispersion induced spatial synchrony, oscillation and amplitude death, and temporal stability in an ecological model, Physical Review E, APS, Vol. 91, 052919-1-13, DOI: 10.1103/PhysRevE.91.052919. |
17 | K. Kaur and M. Khan, (2015), Units in F D2p, Vol. 86, 3-4. |
18 | P. Redhu, A. K. Gupta, (2015), Jamming transitions and the effect of interruption probability in a lattice traffic flow model with passing, Physica A, 421, 249–260. |
19 | S. Pramanik, and M. Mishra, (2015), NONLINEAR SIMULATIONS OF MISCIBLE VISCOUS FINGERING WITH GRADIENT STRESSES IN POROUS MEDIA, Chem. Eng. Sci. vol. 122, 523-532. |
20 | S. Pramanik, and M. Mishra, (2015), Effect of Peclet number on miscible rectilinear displacement in a Hele-Shaw cell, Physical Review E 91, 033006. |
21 | S. Ganguly, S. Sarkar, T. Hota, and M. Mishra, (2015), Thermally developing combined electroosmotic and pressure-driven flow of nanofluids in a microchannel under the effect of magnetic field, Chem. Eng. Sci. Vol. 126, 10-21. |
22 | Srikumar Panda, S. C. Martha and A. Chakrabarti, (Jan, 2015), Three-layer fluid flow Over small Obstruction on the bottom of an Infinite Channel, The ANZIAM Journal, 56(3), 248-274 (DOI:10.1017/S1446181114000480, Cambridge University Press). |
Sr. No. | Publication details |
1 | I. Dhiman, A. K. Gupta, (2014), Effect of coupling strength on a two-lane partially asymmetric coupled TASEP with Langmuir Kinetics, Physical Review E, 90, 012114. |
2 | I. Dhiman, A. K. Gupta, (2014), Two-channel totally asymmetric simple exclusion process with Langmuir kinetics: The role of coupling constant, Euro Physics Letters, 107, 20007. |
3 | A. K. Gupta, I. Dhiman, (2014), Asymmetric coupling in two-lane simple exclusion process with Langmuir Kinetics: phase diagrams and boundary layers, Physical Review E, 89, 022131. |
4 | A. K. Gupta, I. Dhiman, (2014), Analyses of continuum traffic flow model for a non-lane-based system, International Journal of Modern Physics C, 25 (10), 1450045. |
5 | A. K. Gupta, I. Dhiman, (2014), Phase diagram of a continuum traffic flow model with a static bottleneck, Nonlinear Dynamics, 79 (1), 663. |
6 | C. Rana, and M. Mishra, (2014), Fingering dynamics on the adsorbed solute with influence of less viscous and strong sample solvent, J. Chem. Phys., 141, 214701. |
7 | T. Chatterjee and S. Gun, (2014), On the zeros of Generalized Hurwitz zeta functions, J. Number Theory, 145, 352–361. |
8 | Y. Sharma, K.C. Abbott, P. S. Dutta and A. K. Gupta, (2014), Stochasticity and bistability in insect outbreak dynamics, Theoretical Ecology, Springer, 2014. (Article in Press) DOI: 10.1007/s12080-014-0241-9. |
9 | P. S. Dutta, B. W. Kooi and U. Feudel, (2014), Multiple Resource Limitation: Non-equilibrium Coexistence of Species in a Competition Model using a Synthesizing Unit, Theoretical Ecology, Springer, Vol. 7, pp. 407-421, 2014 (DOI: 10.1007/s12080-014-0228-6). |
10 | N. Blackbeard, S. Wieczorek, H. Erzgraber and P. S. Dutta, (2014), From Synchronisation to Persistent Optical Turbulence in Laser Arrays, Physica D, Elsevier, Vol. 286-287, pp. 43-58, 2014 (DOI: 10.1016/j.physd.2014.07.007). |
11 | Srikumar Panda and S. C. Martha, (2014), Oblique Wave Scattering by Undulating Porous Bottom in a two-layer Fluid: Fourier transform approach, Geophysical and Astrophysical Fluid Dynamics, 108(6), 587-614 (DOI: 10.1080/03091929.2014.953948, Taylor & Francis). |
12 | K. Kaur and M. Khan, (2014), Units in F2D2p, Journal of Algebra and Its Applications, 13(02):1350090. |
13 | S Panda, R K Singla, R Das and SC Martha, (2014), Identification of design parameters in a solar collector using inverse heat transfer analysis, Energy Conversion and Management 88, 27-39,(Elsevier Publications). |
14 | A. K. Gupta and P. Redhu, (2014), Analyses of the driver’s anticipation effect in a new lattice hydrodynamic traffic flow model with passing, Nonlinear Dynamics, DOI 10.1007/s11071-013-1183-2. |
15 | S. Pramanik and M. Mishra, (2014), Comparison of Korteweg stresses effect on the fingering instability of higher or less viscous miscible slices: Linear stability analysis, Chemical Engineering Science (in press). |
16 | A. Bhowmik, S. Panda, R. Das, R. Repaka and S.C. Martha, (2014), Inverse analysis of conductive-convective wet triangular fin for predicting thermal properties and fin dimensions, Inverse Problems in Science & Engineering, 22(8), 1367-1393,(Taylor & Francis). |
17 | S. Vikash and M. Prabhakar, (2014), An Unknotting Sequence for Torus Knots, accepted in Topology and its Applications (Elsevier Publications). |
18 | S. Panda, A. Bhowmik, R. Das, R. Repaka, S. C. Martha, (2014), Application of Homotopy Analysis Method and Inverse Solution of a Rectangular Wet Fin, Energy Conversion and Management, 80, 305-318, 2014 (Elsevier Publications). |
Sr. No. | Publication details |
1 | B. W. Kooi, P.S. Dutta and U. Feudel, (2013), Resource Competition: A Bifurcation Theory Approach, Mathematical Modelling of Natural Phenomena, Cambridge University Press, Vol. 8, No. 6, pp. 1–21,(DOI: 10.1051/mmnp/20138602). |
2 | S. Panda, S. S. Samantaray and S. C. Martha, (2013), Wave Scattering by Small Undulation on the Porous Bottom of an Ocean in the Presence of Surface Tension, ISRN Oceanography, Vol. 2013, Article ID 504879, 6 pages(Published by Hindawi). |
3 | S. Panda and S. C. Martha, (2013), Interaction of water waves with small undulation on a porous bed in a two-layer ice-covered fluid, Journal of Marine Science and Application, Vol. 12( 4), 381-392 ( Springer Publisher). |
4 | A. K. Gupta and P. Redhu, (2013), Jamming transition of a two-dimensional traffic dynamics with consideration of optimal current difference, Physics Letters A, Vol. 377, Issue 34-36, Pages 2027-2033. |
5 | A. K. Gupta, (2013), A section approach to a traffic flow model on networks Int. J. of Modern Physics C, Vol. 24, Issue 5,1350018. |
6 | S. Pramanik, and M. Mishra, (2013), A Linear Stability Analysis of Korteweg Stresses Effect on Miscible Viscous Fingering in Porous Media, Physics of Fluids, Vol. 25, 074104. |
7 | M. Mishra ,C. Rana,A. De Wit and M. Martin, (2013), Influence of a strong sample solvent on analyte dispersion in chromatographic columns,Journal of Chromatography A, Vol. 1297,46-55. |
8 | V. Siwach and M. Prabhakar, (2013), A Sharp Upper Bound for Region Unknotting Number of Torus Knots, Journal of Knot Theory and Its Ramifications, Vol. 22, No. 5, 21 pages. |
9 | A. K. Gupta and I. Dhiman, (2013), Coupling of two asymmetric exclusion processes with open boundaries, Physica A: Statistical Mechanics and its Applications, Vol. 392, Issue 24, pp. 6314-6329. |
10 | A. K. Gupta, P. Redhu, (2013), Analyses of driver’s anticipation effect in sensing relative flux in a new lattice model for two-lane traffic system, Physica A, 392, (22), 5622-5632. |
11 | A. K. Gupta, P. Redhu, (2013), Analysis of a modified two-lane lattice model by considering the density difference effect, Communications in Nonlinear Science and Numerical Simulation, 19(5), 1600–1610. |
Sr. No. | Publication details |
1 | A. Chakrabarti and S. C. Martha, (2012), Methods of Solution of Singular Integral Equations, Mathematical Sciences, Vol. 6, 15 pages (Published by Springer Open). |
2 | M. Mishra, A. Thess, and A. De Wit, (2012), Influence of a simple magnetic bar on buoyancy-driven fingering of traveling autocatalytic reaction fronts. Physics of Fluids 24 (2012): 124101-13. |
3 | M. Mishra, A. De Wit, and K. C. Sahu, (2012), Double diffusive effects on pressure-driven miscible displacement flows in a channel. Journal of Fluid Mechanics 712 (2012): 579-597. |
4 | A. K. Gupta and S. Sharma, (2012), Analysis of wave properties of a new two-lane continuum model with consideration of the coupling effect, Chin. Phys. B, Vol. 21, No. 1, 015201. |
5 | D. Tripathi, and O. A. Bég, (2012), A Study of Unsteady Physiological Magneto-fluid Flow and Heat Transfer through a Finite Length Channel by Peristaltic Pumping ,Proceedings of the Institution of Mechanical Engineers, Part H, Journal of Engineering in Medicine : 1-14. |
6 | D. Tripathi , O. A. Bég , and J. L. Curiel-Sosa, (2012), Homotopy Semi-Numerical Simulation of Peristaltic Flow of Generalized Oldroyd-B Fluids with Slip Effects ,Computer Methods in Biomechanics and Biomedical Engineering 1, 1-10. |
7 | D. Tripathi, (2012), Peristaltic Hemodynamic Flow of Couple-Stress Fluids Through a Porous Medium with Slip Effect. Transport in Porous Media 92.3 : 559-572. |
8 | D. Tripathi, (2012), A Mathematical Study on Three Layered Oscillatory Blood Flow Through Stenosed Arteries.” Journal of Bionic Engineering 9.1 : 119-131. |
9 | D. Tripathi, (2012), A Mathematical Model for Swallowing of Food Bolus through the Oesophagus Under the Influence of Heat Transfer. International Journal of Thermal Sciences 51:91-101. |
Sr. No. | Publication details |
1 | S. C. Martha, S. N. Bora, A. Chakrabarti, (2011), Eigenfunction expansion method for water wave scattering by small undulation, AIP Conference Proceedings, Vol. 1376 (Recent Progresses in Fluid Dynamics Research),pages 258-260 (Published by American Institute of Physics). |
2 | A. Chakrabarti and S. C. Martha, (2011), A review on the mathematical aspects of fluid flow problems in an infinite channel with arbitrary bottom topography, Journal of Applied Mathematics and Informatics, 29 (No. 5-6), 1583-1602. |
Sr. No. | Publication details |
1 | M. Mishra, P. M. J. Trevelyan, C. Almarcha and A. De Wit, (2010), Influence of double diffusive effect on miscible viscous fingering, Physical Review Letters, Vol. 105, 204501. |
2 | R. Maes, G. Rousseaux, B. Scheid, M. Mishra, P. Colinet and A. De Wit,(2010), Experimental study of dispersion and miscible viscous fingering of initially circular samples in Hele- Shaw cells,Physics of Fluids 22, 123104. |
3 | M. Mishra, M. Martin and A. De Wit, (2010), Influence of miscible viscous fingering with negative log-mobility ratio on spreading of adsorbed analytes, Chem. Engg. Sci. Vol. 65 2392-2398. |
4 | A. K. Gupta and S. Sharma, (2010), Nonlinear analysis of traffic jams in an anisotropic continuum model , Chin. Phys. B, Vol. 19, No. 11 , 110503. |