Date-Sheet for Mid Semester Exam of Term -23242/2324T Click Here >>
Date-Sheet for Reappear Exam of Term-2324C Click Here >>
Reappear / Improvement Registration for Term 2324C - Notice Click Here >>
Department of Mathematics Study Material
Links for NPTEL Lectures Click Here
Ring Theory and Linear Algebra Click Here
Ring Theory and Linear Algebra-II Click Here
MTH550 Click Here
MTH662 Click Here
MTH552 Click Here
MTH222 Click Here
MTH127 Click Here
MTH668 Click Here
MTH123A Click Here
MTH563 Click Here
MTH232(PDE Lab) Click Here
MTH556(Theory of Measure and integration) Click Here
Functional Analysis Section-III Click Here
Hospital Rule and Taylor's Theorem Click Here
Darboux Theorem Click Here
Theory of Real Functions - Mean Value Theorem Click Here
Theory of Real Functions - Mean Value Theorem Click Here
Mathematical Statistics Beta Distribution, Gamma Distribution and Normal Distribution Click Here
Discrete Mathematics Planar Graphs Click Here
Topic-Poisson Bracket Click Here
Partial Differential Equations Click Here
THEORY OF EQUATIONS Click Here
MTH225A(Numerical Methods) Click Here
MTH330(Ring theory and linear Algebra-II) Mathematics Click Here
MTH668(Number Theory) Mathematics Click Here
Topic-canonical transformation Click Here
B.Sc.(H) Mathematics (II Sem.) Click Here
MTH152/MTH152A for B.Tech Engineering Mathematics-II Click Here
NPTEL-LEC-22-Heat Equation-5 Click Here
NPTEL-LEC-21-Heat Equation-4 Click Here
NPTEL-LEC-20-Heat Equation-3 Click Here
NPTEL-LEC-19-Heat Equation-2 Click Here
NPTEL-LEC-18-Heat Equation-1 Click Here
1. MTH 558 lec01 Surfaces and parametric surfaces, examples, regular surface Click Here
1. MTH 556 lec01 L^p spaces Click Here
1. MTH 329 Lec-01 de Moivre's Formula and Stereographic Projection Click Here
2. MTH 558 lec02 Transition maps of smooth surfaces, smooth function between surfaces Click Here
2. MTH 556 lec02 L^p norm Click Here
MTH 329 Lec-02 Limits and Continuity Click Here
3. MTH 558 lec03 Tangent, Normal Click Here
3. MTH 556 lec03 Completeness of L^p Click Here
MTH 329 Lec-03 Differentiation Click Here
4. MTH 558 lec04 Orientable surfaces Click Here
4. MTH 556 lec04 Properties of L^p spaces Click Here
MTH 329 Lec-04 Cauchy-Riemann Equations and Differentiability Click Here
5. MTH 556 lec05 lec37 Examples of L^p spaces Click Here