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3rd November 2015, 04:08 PM
Super Moderator
 
Join Date: Apr 2013
Re: IIT Madras Msc Economics

The IIT Madras does not offer M.SC Course with Economics discipline.

It offers M.SC Course with following disciplines:
Chemistry
Physics
Mathematics

Duration: 2 Years

Eligibility Criteria
B.Sc. (Chemistry, Mathematics, Physics) and JAM Score

Secure minimum 55% marks in B.SC

Here I am providing M.Sc. Mathematics Curriculum for your reference:

M.Sc. MATHEMATICS CURRICULUM


SEMESTER I
LINEAR ALGEBRA
REAL ANALYSIS
MULTIVARIABLE CALCULUS
FUNDAMENTALS OF DISCRETE MATHEMATICS
ORDINARY DIFFERENTIAL EQUATIONS

SEMESTER II
ALGEBRA - I
TOPOLOGY
MEASURE AND INTEGRATION
PARTIAL DIFFERENTIAL EQUATIONS
COMPLEX ANALYSIS

SEMESTER III
FUNCTIONAL ANALYSIS
NUMERICAL ANALYSIS
PROBABILITY THEORY
ELECTIVE I *
ELECTIVE II
SEMINAR

SEMESTER IV
ELECTIVE III
ELECTIVE IV
ELECTIVE V
ELECTIVE VI
ELECTIVE VII
PROJECT
VIVA [Based on prescribed syllabus]

Elective I
Algebra II
Fluid Mechanics
Fourier Analysis
Mathematical Logic.

LIST OF ELECTIVE COURSES
ADVANCED GRAPH THEORY
APPROXIMATION ALGORITHMS
APPLIED REGRESSION ANALYSIS
APPLIED STOCHASTIC PROCESSES
BASIC NUMBER THEORY
ERGODIC THEORY
REPRESENTATION THEORY
CLASSICAL MECHANICS
INTRODUCTION TO ALGEBRAIC TOPOLOGY
CONTINUUM MECHANICS
TENSOR ANALYSIS AND APPLICATIONS
LINEAR SYSTEMS THEORY
STOCHASTIC DIFFERENTIAL EQUATIONS
INTRODUCTION TO MATHEMATICAL STATISTICS
ALGEBRA II
TRANSFORM TECHNIQUES
FLUID DYNAMICS
APPLIED STATISTICS
MATHEMATICAL FINANCE
NUMERICAL LINEAR ALGEBRA
INTRODUCTION TO CODING THEORY
APPROXIMATION THEORY
WAVELETS
FRACTALS
APPLIED LINEAR ALGEBRA
APPLIED INTEGRAL EQUATIONS
NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS
THEORY OF BIO-INSPIRED COMPUTING
MATHEMATICAL PROGRAMMING
DYNAMICAL SYSTEMS
NONLINEAR CONSERVATION LAWS
FOURIER ANALYSIS
TOPICS IN ADVANCED ANALYSIS
ADVANCED COMPLEX ANALYSIS
FIXED POINT THEORY AND APPLICATIONS
BASIC OPERATOR THEORY
FUZZY SET AND ITS APPLICATIONS
INTRODUCTION TO ALGEBRAIC GEOMETRY
MATHEMATICAL LOGIC
THEORY OF COMPUTATION
COMBINATORIAL OPTIMIZATION
GRAPH THEORY
ALGORITHMIC GRAPH THEORY
NUMERICAL SOLUTIONS OF PARTIAL DIFFERENTIAL EQUATIONS
MATHEMATICAL THEORY OF GAMES
OPTIMIZATION TECHNIQUES
COMPUTATIONAL FLUID DYNAMICS
COMMUTATIVE ALGEBRA
GALOIS THEORY

Contact Details
Indian Institute of Technology Madras
IIT P.O., Chennai 600 036
INDIA


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