Department >> Mathematics > Faculty

Qualification → Ph.D

Area of Interest →

Differential Equations and its applications in Ecology, Environment and Biology

Field of Interest → Mathematical Modelling - Environmental, Ecological and Biological Systems, Nonlinear Dynamics

Qualification → M.Sc.(Statistics), Ph.D, (NET-UGC/CSIR)

Area of Interest →

• Algorithm Analysis
• Music Analysis
• Statistical Computing

Field of Interest → Algorithm Analysis, Music Analysis, Statistical Computing

Qualification → M.Sc (Applied Mathematics), M.Phil, Ph.D

Area of Interest →

• Computational Solid Mechanics
• Numerical Analysis
• Operations Research

Field of Interest → Computational Solid Mechanics, Numerical Analysis, Operations Research

Qualification → M.Sc, M.Phil, Ph.D

Area of Interest →

• Differential Equations
• Difference Equations

Field of Interest → Qualilative study of solutions of differential equations & difference equations in population dynamics, periodic solutions, global attractivity of solutions

Qualification → Ph.D(IIT Roorkee), M.Sc Applied Maths(IIT Roorkee), PG Diploma Industrial Management, PG Diploma Computer Applications and System Analysis

Area of Interest →

1. Mathematical Modeling
2. Partial differential equations, ODE
3. Heat Transfer, Image Segmentation

Field of Interest → Partial Differential equation, Moving Boundary Problem, Image processing

Qualification → Ph.D

Area of Interest →

Quantum information and computation; Interface of quantum information theory and quantum many-body system; Open quantum systems.

Field of Interest → Quantum information and computation

Qualification → Ph.D (Indian Statistical Institute, Kolkata), M.Tech in Computer Science and Data Processing (IIT Kharagpur), Masters in Science, Mathematics (Jadavpur University)

Area of Interest →

• Swarm Robotics
• Distributed Algorithms for Multi Robots Coordination
• Theoretical Computer Science
• Distributed Network Algorithms
• Graph Theory
• Graph Algorithms.

Field of Interest → Theoretical Computer Science

Qualification → M.Sc (Mathematics and Computing, IIT Guwahati), Ph.D (Mathematics, IIT Guwahati)

Area of Interest →

Mathematical Modelling, Wave-Structure Interaction, Fluid Dynamics, Integral Equation

Field of Interest → Applied Mathematics

Qualification → Ph.D in Mathematics (IIT Kharagpur)

Area of Interest →

1. Numerical Functional Analysis
2. Approximation Theory
3. Intergal Equations

Field of Interest → Numerical Functional Analysis

Qualification → Ph.D

Area of Interest →

Numerical Solution of Boundary Layer Flow

Field of Interest → Numerical Solution of Boundary Layer Flows

Qualification → B.Sc. (Mathematics Honors), M.Sc. (Applied Mathematics), Ph.D (Mathematics)

Area of Interest →

Optimization and its applications

Field of Interest → Optimization and its applications

Qualification → M.Sc. & Ph.D.

Area of Interest →

• Operations Research:Decision Sciences
• Econometric Model
• Medical Diagnosis
• Machine Learning& MCDM

Field of Interest → Supply chain Management(Vendor Selection Problem & Inventory Control)

Qualification → Ph.D

Area of Interest →

Complex Dynamics(Complex Analysis), Iteration of transcendental entire functions

Field of Interest → Complex Dynamics

Qualification → M.Sc. (IIT Kharagpur), Ph.D. (IIT Kharagpur)

Area of Interest →

Computational Fluid Dynamics, Electrokinetics, Nanofluidics, Computational Microfluidics

Field of Interest → Computational Fluid Dynamics, Electrokinetics

Qualification → Ph.D

Area of Interest →

Matrix theory, Computational linear algebra, Quantum information and computation

Field of Interest → Combinatorial matrix theory, Quantum walks

Qualification → M.Sc (Mathematics & Computing, IIT Guwahati), Ph.D (Mathematics, NIT Jamshedpur)

Area of Interest →

• Fractional Calculus
• Numerical Analysis
• Differential Equation
• Nonlinear Dynamics
• Mathematical Modeling

Field of Interest → Fractional Calculus, Numerical Analysis, Differential Equation

Qualification → Ph.D (IITKGP)

Area of Interest →

• Nonlinear Local/ Nonlocal Boundary Value Problems
• Numerical Methods for Singular Boundary Value Problems
• Wavelet Methods
• Compact Finite Difference Methods
• Population Balances

Field of Interest → Numerical Analysis & Differential Equation