Academic Year 2026-27

MP491: This course is an introduction to the analysis of systems of nonlinear ordinary differential equations and maps. (5 ECTS, 24 lecture hours, 100+ students.) 

MP346: This is a mathematical methods course, and amongst the topics considered are the heat equation, Laplace's equation, Sturm-Liouville theory, the Fourier transform, and the numerical solution of partial differential equations using finite difference techniques. (5 ECTS, 24 lecture hours, 50+ students.)

PH1104: Students will get an overview of research conducted at Tripathi lab through 4 lectures over a month.

Academic Year 2025-26

MP491: This course is an introduction to the analysis of systems of nonlinear ordinary differential equations and maps. (5 ECTS, 24 lecture hours, 100+ students.) 

MP346: This is a mathematical methods course, and amongst the topics considered are the heat equation, Laplace's equation, Sturm-Liouville theory, the Fourier transform, and the numerical solution of partial differential equations using finite difference techniques. (5 ECTS, 24 lecture hours, 50+ students.)

MP494: This course introduces the theory of partial differential equations (PDEs).Topics covered include first order PDEs, linear second order PDEs in two variables, maximum principles and well-posedness of problems, separable variable and similarity solutions. (This course will run every other year.)

Academic Year 2023-25

MP491: This course is an introduction to the analysis of systems of nonlinear ordinary differential equations and maps. (5 ECTS, 24 lecture hours, 100+ students.) 

MP346: This is a mathematical methods course, and amongst the topics considered are the heat equation, Laplace's equation, Sturm-Liouville theory, the Fourier transform, and the numerical solution of partial differential equations using finite difference techniques. (5 ECTS, 24 lecture hours, 50+ students.)

MP345: This course introduces some advanced methods of mathematical physics for solving ordinary differential equations, using analytical, series approximation and numerical methods. (5 ECTS, 24 lecture hours, 50+ students.)

Academic Year 2022-23

MP491: This course is an introduction to the analysis of systems of nonlinear ordinary differential equations and maps. (5 ECTS, 24 lecture hours, 100+ students.) 

MP346: This is a mathematical methods course, and amongst the topics considered are the heat equation, Laplace's equation, Sturm-Liouville theory, the Fourier transform, and the numerical solution of partial differential equations using finite difference techniques. (5 ECTS, 24 lecture hours, 50+ students.)

MP232: This is a mathematical methods course that considers the following topics: Laplace transforms, vector calculus, multiple integration and integral theorems. (5 ECTS, 24 lecture hours, 140+ students.)

Academic Year 2021-22

MP491: This course is an introduction to the analysis of systems of nonlinear ordinary differential equations and maps. (5 ECTS, 24 lecture hours, 100+ students.)

MP365: This course consists of an introduction to the theory of fluid mechanics. Topics covered include: a review of vector calculus and differential operators, ideal fluids, Bernoulli's equation, irrotational flow, stream functions, potential theory, the Navier-Stokes equations, elementary viscous flow with examples, very viscous flows. (5 ECTS, 24 lecture hours, 50+ students.)

Academic Year 2020-21

MP491: This course is an introduction to the analysis of systems of nonlinear ordinary differential equations and maps. (5 ECTS, 24 lecture hours, 100+ students.)