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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:
What you will learn:
Probability | |||
probalibilty part 1 | |||
probabilty part 2 | |||
probability part 3 | |||
probability part 4 | |||
probability part 5 | |||
probability part 6 | |||
p and s questions part 1 | |||
probabilty part 2 PDF | |||
probability part 3 PDF | |||
P AND S questions part 2 | |||
p and s questions part 3 | |||
probability and statistics questions PDF | |||
Marcov Chain | |||
MARKOV CHAIN PART 1 | |||
markov chain part 2 | |||
markov chain part 3 | |||
markov chain part 4 | |||
markov chain | |||
markovian queue | |||
MARKOVIAN QUEUE | |||
markov chain practice questions part 1 | |||
markov chain practice questions | |||
markov chain practice question part 2 | |||
markov chain practice question part 2 | |||
markov chain practice questions part 3 | |||
markov chain practice questions part 3 | |||
Linear Programming Problem | |||
Linear Programming Problem Lec -1 | |||
Linear Programming Problem Lec -2 | |||
Linear Programming Problem Lec -3 | |||
Linear Programming Problem Lec -4 | |||
lpp | |||
lpp question practice part 1 | |||
lpp practice questions part 2 | |||
lpp question practice part 3 | |||
lpp question practice part 4 | |||
lpp practice question part 5 | |||
lpp question practice | |||
linear programming problem assignment part 1 | |||
linear programming problem assignment part 2 | |||
Mathematical Reasoning | |||
Mathematical reasoning part 1 | |||
Mathematical reasoning part 2 | |||
mathematical reasoning | |||
M R QUESTIONS | |||
mathematical reasoning questions | |||
mathematical reasoning assignment 1( part 1) | |||
mathematical reasoning assignment 1 (part 2) | |||
mathematical reasoning assignment 2 | |||
Differential Equations | |||
differential equation CLASS PPT | |||
differential equation part 1 | |||
differential equation part 2 | |||
differential equation part 3 | |||
differential equation part 4 | |||
differential equation part 5 | |||
differential equation part 6 | |||
differential equation part 7 | |||
differential equation part 8 | |||
differential equation part 9 | |||
critical points of homogeneous system | |||
critical points of non homogeneous system | |||
variation of parameter (differential equation) | |||
Wronskian | |||
Singular solution | |||
system of ode part 1 | |||
system of ode part 2 | |||
system of ode part 3 | |||
differential equation | |||
Nature and stability of critical points of homogenous linear system | |||
nature of critical points of non homogeneous system | |||
strum liouville problem part 1 | |||
strum liouville problem part 2 | |||
strum liouville problem part 3 | |||
strum liouville problem part 4 | |||
strum liouville problem part 5 | |||
strum liuoville problem CLASS PPT | |||
initial value problem | |||
picards successive approximation | |||
local interval | |||
uniquesness and existence theorem | |||
introduction of partial differential equation | |||
partial differential equation | |||
lagrange auxiliary equation | |||
integral surface or cauchy problem (P.D.E) | |||
uniqueness of cauchy problem (P.D.E) | |||
Charpit's method (P.D.E) | |||
Higher order linear p.d.e with constant coefficient | |||
finding particular integral of P.D.E. | |||
Particular integral of partial differential equation (part 2) | |||
classification of second order partial differential equation | |||
initial value problem , uniqueness and existness theorem CLASS PPT | |||
numerical analysis | |||
bisection method,secant method (numerical analysis ) lec 1 | |||
numerical analysis lecture 1 | |||
regula falsi , newton raphson method (numerical analysis lect 2) | |||
numerical analysis lecture 2 | |||
numerical analysis lect 3( fixed point iteration method) | |||
fixed point iteration (lect 3) | |||
gauss elimination method ( numerical analysis lec 4) | |||
numerical analysis lecture 4 | |||
Gauss-Seidel method ( numerical analysis lec 5) (1) | |||
numerical analysis lecture 5 | |||
finite difference (numerical analysis lec 6) | |||
numerical analysis lecture 6 | |||
lagrange's and hermite's interpolation formula (numerical analysis lec 7) | |||
numerical analysis lecture 7 | |||
rate of convergence part 1(numerical analysis lec 8) | |||
numerical analysis lecture 8 | |||
rate of convergence part 2(numerical analysis lec 9) | |||
numerical analysis lecture 9 | |||
Numerical differentiation part 1(numerical analysis lec 10) | |||
numerical analysis lecture 10 | |||
numerical differentiation part 2( numerical analysis lec 11) | |||
numerical analysis lecture 11 | |||
numerical integration (numerical analysis lec 12) | |||
numerical analysis lecture 12 |
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