Dr. Chittaranjan Mishra

Phone No. 24-2139
Room No. 232
Dr. Chittaranjan Mishra is an Assistant Professor in the Department of Mathematics at IIT, Ropar. Prior to joining IIT Ropar, Dr. Chittaranjan Mishra was an Academic Researcher in the Department of Mathematics at University of Antwerp, Belgium, from where he graduated with Doctorate in Science – Mathematics, with specialization in Computational Finance. During his PhD, he was financially supported through the prestigious “Dehousse Mandaat” scholarship, which has resulted in several interesting research outputs that have immediate applications in real financial world. Besides publishing in reputed journals, he has also presented his results in several international conferences which have attracted attention from academicians as well as practitioners. In addition to his area of specialization in financial option pricing theory, Chittaranjan Mishra has scholarly interest in quantitative risk management. He has obtained financial grants in the past to attend several workshops and congresses (AFMathConf, Brussels; Winter Schools on Mathematical Finance in the Netherlands; NUS-Santander doctoral workshop on advanced financial risk management, Singapore, to name a few) and has been associated with eminent researchers in this field. Prior to his PhD, he had studied Master in Computational Finance at the Institute of Mathematics and Applications, Bhubaneswar and holds the top rank in his class.He also has a master’s degree in Mathematics from Utkal University and has qualified in CSIR-UGC NET.
1. K.J. in 't Hout and C. Mishra: Stability of ADI schemes for multidimensional diffusion equations with mixed derivative terms. Appl. Numer. Math 74, 83-94(2013).
2. Chittaranjan Mishra: A stability result for the MCS scheme applied to 2D convection-diffusion equations with mixed derivative. AIP Conf. Proc. 1479, 2245-2248 (2012); doi: 10.1063/1.4756640 .
3. K.J. in 't Hout and C. Mishra: Stability of the modified Craig-Sneyd scheme for two-dimensional convection-diffusion equations with mixed derivative term. Math. Comp. Simul. 81, 2540–2548 (2011).
4. Karel in 't Hout and Chittaranjan Mishra: A stability result for the Modified Craig-Sneyd scheme applied to 2D and 3D pure diffusion equations. In: Numerical Analysis and Applied Mathematics, eds. T. E. Simos et. al., AIP Conf. Proc. 1281, 2029-2032 (2010).
5. Abhijit Ghosh & Chittaranjan Mishra: A parallel cyclic reduction algorithm for pentadiagonal systems with application to a convection-dominated Heston PDE Preprint