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Course Overview
This course covers Mathematical Physics for IIT JAM, TIFR and JEST Physics entrance exams.
It includes:
1) Recorded lectures of all topics
2) Topic-Wise Assignment
Validity: 4 months from the day of purchase.
You can enrol for Test series as well which includes topic-wise tests, subject-wise tests and full length tests.
Schedule of Classes
Course Curriculum
1 Subject
Mathematical Physics Jan 2024
100 Learning Materials
Fundamental Concepts
L-1 | Graphs
Video
02:06:01
L-1 | PDF
PDF
L-2 | Integration and differentiation
Video
01:51:54
L-2 | PDF
PDF
Differential Equation
L-1 | Separation of variables | Linear DE
Video
01:51:28
L-1 | PDF
PDF
L-2 | Exact DE | Inspection Method
Video
02:03:36
L-2 | PDF
PDF
L-3 | Problems | Second Order
Video
01:57:01
L-3 | PDF
PDF
L-4 | Cauchy and Particular Integral
Video
01:45:11
L-4 | PDF
PDF
L-5 | Doubts 1
Video
01:41:49
L-5 | PDF
PDF
L-6 | Doubt Problems 2
Video
00:46:50
L-6 | PDF
PDF
L-7 | Doubt 3
Video
00:51:36
L-7 | PDF
PDF
L-8 | DE Doubts
Video
01:35:21
L-8 | PDF
PDF
Complex Numbers
L-1 | Complex Algebra
Video
02:06:20
L-1 | PDF
PDF
L-2 | Taylor Series
Video
01:26:40
L-2 | PDF
PDF
L-3 | Complex and Taylor Series Problems
Video
01:17:57
L-3 | PDF
PDF
L-3 | Complex Functions-1
Video
01:14:11
L-3 | PDF
PDF
L-4 | CR in Polar | Harmonic Function
Video
00:25:42
L-4 | PDF
PDF
L-5 | Singularity and Cauchy Integral theorem
Video
01:08:58
L-5 | PDF
PDF
L-6 | Cauchy Integral Formula
Video
00:53:28
L-6 | PDF
PDF
L-7 | Residues
Video
00:59:56
L-7 | PDF
PDF
L-8 | Contour Integration
Video
00:43:43
L-8 | PDF
PDF
L-9 | Problems | Contour Integration
Video
01:00:59
L-9 | PDF
PDF
L-10 | Contour Problems
Video
00:46:44
L-10 | PDF
PDF
Jacobian | Fourier | Gamma | Dirac Delta
L-1 | Jacobian
Video
01:16:16
L-1 | PDF
PDF
L-2 | Gamma Integrals
Video
01:38:05
L-2 | PDF
PDF
L-3 | Fourier Series
Video
01:59:27
L-3 | PDF
PDF
L-4 | Fourier Series Problems
Video
01:56:03
L-4 | PDF
PDF
L-5 | Dirac Delta
Video
01:44:16
L-5 | Dirac Delta
PDF
Matrices
L-1 | Types of Matrices
Video
01:55:27
L-1 | PDF
PDF
L-2 | Inverse and Rank of matrices
Video
01:49:51
L-2 | PDF
PDF
L-3 | Eigenvalues and Eigenvectors
Video
01:51:52
L-3 | PDF
PDF
Matrices 4
Video
01:46:06
L-4 | PDF
PDF
L-5 | Diagonalisation 1
Video
00:23:04
L-5 | PDF
PDF
L-6 | Diagonalisation 2
Video
01:34:47
L-6 | PDF
PDF
L-7 | Problems
Video
02:15:19
L-7 | PDF
PDF
Some Solved Problems
PDF
Vectors
L-1 | Vectors Algebra, Differentiation
Video
01:59:44
L-1 | PDF
PDF
L-2 | Gradient, divergence and Curl
Video
02:11:08
L-2 | PDF
PDF
L-3 | Laplace and Line Integrals
Video
02:04:54
L-3 | PDF
PDF
L-4 | Coordinate system
Video
01:39:41
L-4 | PDF
PDF
L-5 | Gauss Divergence and Stoke's Theorem
Video
02:16:00
L-5 | PDF
PDF
L-6 | Green's Theorem, Gradient, div, curl in different coordinates
Video
02:02:14
L-6 | PDF
PDF
L-7 | Understanding the limits
Video
02:24:37
L-7 | PDF
PDF
L-8 | Problems | Doubts
Video
01:30:43
L-8 | PDF
PDF
L-9 | Problems
Video
01:54:41
L-9 | PDF
PDF
L-10 | Problems
Video
01:27:16
L-10 | PDF
PDF
MP assignments
A | Graph Related
PDF
A-1 | Differential Equation
PDF
A-2 | Vectors-1 | Vector Algebra
PDF
A-3 | Vectors-2 | Vector Calculus
PDF
A-4 | Fourier Series
PDF
A-5 | Matrices
PDF
A-6 | Dirac Delta Function
PDF
A-7 | Complex Numbers
PDF
A-8 | Complex Functions | Integration
PDF
A-9 | Jacobian
PDF
Series Results
PDF
A11 | Series Assignment
PDF
A-12 | Taylor Expansion
PDF
Course Instructor
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