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MATHEMATICS (MSC LEVEL) LECTURES BATCH
Unlock the world of advanced mathematics with expert-level lectures for master's students.
Instructor: Kuldeep
Language: ENGLISH
Description:
This advanced mathematics course is designed for master's level students seeking in-depth knowledge and understanding of complex mathematical concepts. The course will cover advanced topics such as differential equations, complex analysis, and numerical methods, providing students with a comprehensive understanding of mathematical theory and applications at the graduate level.
Key Highlights:
- Master complex mathematical concepts
- In-depth coverage of advanced topics
- Practical applications in mathematical modeling
- Expert-led lectures and interactive sessions
What you will learn:
- Comprehensive Understanding
Gain a deep insight into advanced mathematical concepts and applications. - Practical Applications
Apply complex mathematical theories to real-world problems and scenarios. - Expert-Led Lectures
Learn from experienced mathematicians and educators with proven expertise.
| Probability | |||
| probalibilty part 1 50:00 | |||
| probabilty part 2 52:00 | |||
| probability part 3 36:00 | |||
| probability part 4 29:00 | |||
| probability part 5 33:00 | |||
| probability part 6 18:00 | |||
| p and s questions part 1 50:00 | |||
| probabilty part 2 PDF (12 pages) | |||
| probability part 3 PDF (20 pages) | |||
| P AND S questions part 2 46:00 | |||
| p and s questions part 3 55:00 | |||
| probability and statistics questions PDF (58 pages) | |||
| Linear Programming Problem | |||
| Linear Programming Problem Lec -1 50:00 | |||
| Linear Programming Problem Lec -2 27:00 | |||
| Linear Programming Problem Lec -3 32:00 | |||
| Linear Programming Problem Lec -4 43:00 | |||
| lpp (31 pages) | |||
| lpp question practice part 1 51:00 | |||
| lpp practice questions part 2 43:00 | |||
| lpp question practice part 3 50:00 | |||
| lpp question practice part 4 52:00 | |||
| lpp practice question part 5 56:00 | |||
| lpp question practice (65 pages) | |||
| linear programming problem assignment part 1 | |||
| linear programming problem assignment part 2 | |||
| Mathematical Reasoning | |||
| Mathematical reasoning part 1 44:00 | |||
| Mathematical reasoning part 2 32:00 | |||
| mathematical reasoning (17 pages) | |||
| M R QUESTIONS 54:00 | |||
| mathematical reasoning questions (26 pages) | |||
| mathematical reasoning assignment 1( part 1) | |||
| mathematical reasoning assignment 1 (part 2) | |||
| mathematical reasoning assignment 2 | |||
| Marcov Chain | |||
| MARKOV CHAIN PART 1 26:00 | |||
| markov chain part 2 45:00 | |||
| markov chain part 3 30:00 | |||
| markov chain part 4 42:00 | |||
| markov chain (30 pages) | |||
| markovian queue 28:00 | |||
| MARKOVIAN QUEUE (20 pages) | |||
| markov chain practice questions part 1 48:00 | |||
| markov chain practice questions (13 pages) | |||
| markov chain practice question part 2 63:00 | |||
| markov chain practice question part 2 (13 pages) | |||
| markov chain practice questions part 3 26:00 | |||
| markov chain practice questions part 3 (10 pages) | |||
| Differential Equations | |||
| differential equation CLASS PPT (174 pages) | |||
| differential equation part 1 18:00 | |||
| differential equation part 2 39:00 | |||
| differential equation part 3 39:00 | |||
| differential equation part 4 30:00 | |||
| differential equation part 5 36:00 | |||
| differential equation part 6 42:00 | |||
| differential equation part 7 43:00 | |||
| differential equation part 8 39:00 | |||
| differential equation part 9 44:00 | |||
| critical points of homogeneous system 23:00 | |||
| critical points of non homogeneous system 24:00 | |||
| variation of parameter (differential equation) 25:00 | |||
| Wronskian 38:00 | |||
| Singular solution 23:00 | |||
| system of ode part 1 47:00 | |||
| system of ode part 2 34:00 | |||
| system of ode part 3 29:00 | |||
| differential equation (174 pages) | |||
| Nature and stability of critical points of homogenous linear system 23:00 | |||
| nature of critical points of non homogeneous system 24:00 | |||
| strum liouville problem part 1 41:00 | |||
| strum liouville problem part 2 37:00 | |||
| strum liouville problem part 3 40:00 | |||
| strum liouville problem part 4 40:00 | |||
| strum liouville problem part 5 49:00 | |||
| strum liuoville problem CLASS PPT (70 pages) | |||
| initial value problem 49:00 | |||
| picards successive approximation 21:00 | |||
| local interval 29:00 | |||
| uniquesness and existence theorem 32:00 | |||
| introduction of partial differential equation 69:00 | |||
| partial differential equation (138 pages) | |||
| lagrange auxiliary equation 47:00 | |||
| integral surface or cauchy problem (P.D.E) 33:00 | |||
| uniqueness of cauchy problem (P.D.E) 27:00 | |||
| Charpit's method (P.D.E) 41:00 | |||
| Higher order linear p.d.e with constant coefficient 34:00 | |||
| finding particular integral of P.D.E. 38:00 | |||
| Particular integral of partial differential equation (part 2) 24:00 | |||
| classification of second order partial differential equation 49:00 | |||
| initial value problem , uniqueness and existness theorem CLASS PPT (41 pages) | |||
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