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Biswarup Biswas currently works at  Mahindra University (MU) as an Assistant Professor. Before joining MU he was a Post Doctoral Fellow at IIT Delhi, where he worked with the group of Prof. Harish Kumar. He earned his PhD from SRM Institute of Science and Technology under the supervision of Prof. Ritesh Kumar Dubey. He completed his MSc from IIT Madras.

He works in the area of computational methods for Balance Laws. Most of his PhD works are on the area of higher-order provably stable methods for hyperbolic conservation laws. Currently, he is working on stable schemes for various astrophysical problems.

Some of his current interests are:

Entropy Stable schemes, DG schemes, Stability of numerical schemes for Hyperbolic Conservation Laws, Deep learning, Numerical schemes for Hamilton Jacobi equations, Numerical schemes for Reaction-Diffusion equations.

Whats new?

  •   A SERB, Govt. of India sponsored JRF position is available to work in my group (email me for details) 
  •   A PhD position is available to work in my group (Candidates who do not have a JRF may apply for our University fellowship. Our University offers a fellowship of 30k/month with food and accommodation, effectively around 45k/month) 

Projects

  1. "Simulation of relativistic astrophysical flow problems using modern efficient stable schemes" sponcered by  SERB, Govt. of India . (Total Cost: 19.6L (approx))

Publications

  1. Biswas, B., Kumar, H., & Bhoriya, D. (2022). Entropy stable discontinuous Galerkin schemes for the special relativistic hydrodynamics equations. Computers and Mathematics with Applications.   https://doi.org/10.1016/j.camwa.2022.02.019
  2.  Biswas, B., Kumar, H., & Yadav, A. (2021). Entropy stable discontinuous Galerkin methods for ten-moment Gaussian closure equations. Journal of Computational Physics.  https://doi.org/10.1016/j.jcp.2021.110148
  3.  Biswas, B., & Dubey, R. K. (2020). ENO and WENO Schemes using Arc-length based Smoothness Measurement. Computers and Mathematics with Applications, 80(12). https://doi.org/10.1016/j.camwa.2020.10.005
  4. Samala, R., & Biswas, B. (2020). Arc Length-Based WENO Scheme for Hamilton–Jacobi Equations. Communications on Applied Mathematics and Computation. https://doi.org/10.1007/s42967-020-00091-5
  5. Dubey, R. K., & Biswas, B. (2018). Suitable diffusion for constructing non-oscillatory entropy stable schemes. Journal of Computational Physics, 372. https://doi.org/10.1016/j.jcp.2018.04.037
  6. Biswas, B., & Dubey, R. K. (2018). Low dissipative entropy stable schemes using third order WENO and TVD reconstructions. Advances in Computational Mathematics, 44(4). https://doi.org/10.1007/s10444-017-9576-2  
  7. Dubey, R. K., & Biswas, B. (2017). An Analysis on Induced Numerical Oscillations by Lax-Friedrichs Scheme. Differential Equations and Dynamical Systems, 25(2). https://doi.org/10.1007/s12591-016-0311-0  
  8. Dubey, R. K., Biswas, B., & Gupta, V. (2016). Local maximum principle satisfying high-order non-oscillatory schemes. International Journal for Numerical Methods in Fluids, 81(11). https://doi.org/10.1002/fld.4202  
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Teaching

Role Course Title Place Duration
InstructorMTP290 COMPUTING LABORATORYIIT DelhiJan – May 2020
Teaching assistant MTL712 COMP. METHODS FOR DIFFER. EQU. IIT DelhiJul – Nov 2019
Teaching assistant MTL100 CALCULUSIIT DelhiNov 2020 – Feb 2021
Teaching assistantMTP290 COMPUTING LABORATORYIIT DelhiFeb – May 2021
InstructorMA2107 PROGRAMMING WORKSHOPMahindra UniversityAug 2021-Dec 2021
Teaching assistantMA203 MATHS-III (Probability and Statistics)Mahindra UniversityAug 2021-Dec 2021
InstructorMA6004 Scientific Computing - IMahindra UniversityAug 2021-Dec 2021
Shared InstructorMA2208 Numerical Methods Mahindra UniversityJan 2022-June 2022
Shared InstructorMA2208 Numerical MethodsMahindra UniversityJan 2024-June 2024
InstructorMA2107 PROGRAMMING WORKSHOPMahindra UniversityAug 2024-Dec 2024
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Seminars

  •  (As a PDF applicant) Entropy stable discontinuous Galerkin methods for ten-moment Gaussian closure equations. TIFR CAM, Bangalore. Link
  • (Invited talk) Introduction to machine learning with some applications. Organized by Government Polytechnic Kishanganj (Department of Science and Technology),  Government of Bihar.
  •  (As a PDF applicant) Development of Entropy Stable TVD and TVB schemes for  hyperbolic conservation laws. Department of mathematics, IIT Delhi. Link 

Education

  • Ph.D. in Mathematics (September 2018 ) - SRM Institute of Science and Technology, Kattankulathur, India. Thesis title: Non Linearly Stable High Order Accurate Efficient Schemes for System of Hyperbolic Conservation Laws. 
  • M. Sc. in Mathematics (July 2013) CGPA-8.41, IIT Madras, Chennai, India
  • B. Sc. in Mathematics (May 2010)  Percentage-79.37, University of Kalyani, West Bengal, India

Scholastic Achievements

  •  Institute Postdoctoral Fellowship (IPDF) from IIT Delhi, India.
  • Awarded National Postdoctoral Fellowship (N-PDF) by SERB, Govt. of India.
  • Awarded CSIR Senior Research Fellowship (SRF) for PhD.
  • Passed National examination CSIR-UGC NET for Lectureship.
  • Secured all India rank 121 in IIT JAM examination for Post Graduation study in IIT’s.
  • IIT Madras Merit Cum scholarship.
  • Best paper presentation in international conference NDETMC-2017.
  • Awarded Gold Medal in Research Day (2014) at SRM University.
  • West Bengal merit cum means scholarship for Post Graduation study.

Workshop and Training program

  • Selected for contributed paper in Conference on Computational PDE 2015 at TIFR CAM, Bengaluru. http://cpde.tifrbng.res.in/2015/contrib
  • International IFCAM Workshop on Control and Numerics for Fluid-Structure Interaction Problems (June 29 -July 1, 2015). TIFR CAM, Bengaluru.
  • Advanced Summer School on Control and Numerics for Fluid-Structure Interaction Problems (22-26 June, 2015). TIFR CAM, Bengaluru.
  • ADVANCED LEVEL WORKSHOP “COMPUTATIONAL METHODS FOR CONTROL ON PROBLEMS” (March 16-21, 2015) Jointly organized by Indian Institute of Space and Technology(IIST), Trivandrum and Mar Ivanios College, Trivandrum (Autonomous)
  • Attended the NPDE~TCA postgraduate level training program on differential equations in IIT Madras, 2013.

Contact

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Address

Department of Mathematics
Mahindra University, Hyderabad - 500043 - Telangana, INDIA

Contacts

Email: biswarup.biswas[at]mahindra...

Links

Mathematics, Mahindra University 
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