Sir i saw your real analysis lecture and they are superb and it's a request to please continue real analysis lecture covering NEP syllabus 1st sem Unit 1: Real Number System Algebraic and order properties of R, Absolute value of a real number, Bounded above and bounded below sets, Supremum and infimum of a non-empty subset of R. The completeness property of R, Archimedean property, Density of rational numbers in R. Unit 2: Sequences Sequences and their limits, Convergent sequence, Limit theorems, Monotone sequences, Monotone convergence theorem, Subsequences, Bolzano-Weierstrass theorem for sequences, Limit superior and limit inferior for bounded sequence, Cauchy sequence, Cauchy's convergence criterion. Unit 3: Infinite Series Convergence and divergence of infinite series of real numbers, Necessary condition for convergence, Cauchy criterion for convergence, Tests for convergence of positive term series, Integral test, Basic comparison test, Limit comparison test, D'Alembert's ratio test, Cauchy's mh root test, Alternating series, Leibniz test, Absolute and conditional convergence.
thanyou for the wondeful work sir, your videos on optimization are really helping me in my research. i request you to kindly make a video on the information of what are the ways of applying for a fully funded Post-Doc in mathematics inside and outside India.
The third part of last question should be e^(-4).....We have to compute P(X1+X2+X3+X4>4|X1+X2+X3=2)
Great piece on Poisson process.
Always welcome... Thanks for comment and watching... Hope you can share with others too
Sir pls make videos on birth and death process 🙏🏻
Thank you sir again a amazing lecture
Thank you for this video sir
Please make a video on brownian motion also
Sir i saw your real analysis lecture and they are superb and it's a request to please continue real analysis lecture covering NEP syllabus 1st sem
Unit 1: Real Number System Algebraic and order properties of R, Absolute value of a real number, Bounded above and bounded
below sets, Supremum and infimum of a non-empty subset of R. The completeness property of R,
Archimedean property, Density of rational numbers in R.
Unit 2: Sequences
Sequences and their limits, Convergent sequence, Limit theorems, Monotone sequences, Monotone convergence theorem, Subsequences, Bolzano-Weierstrass theorem for sequences, Limit superior and limit inferior for bounded sequence, Cauchy sequence, Cauchy's convergence criterion.
Unit 3: Infinite Series
Convergence and divergence of infinite series of real numbers, Necessary condition for convergence, Cauchy criterion for convergence, Tests for convergence of positive term series, Integral test, Basic comparison test, Limit comparison test, D'Alembert's ratio test, Cauchy's mh root test, Alternating series, Leibniz test, Absolute and conditional convergence.
thanyou for the wondeful work sir, your videos on optimization are really helping me in my research. i request you to kindly make a video on the information of what are the ways of applying for a fully funded Post-Doc in mathematics inside and outside India.
please make videos on pure birth and death process and brownian motion for gate statistics
Thank you very much sir
sir , please complete your stochastic process playlist,
sir please upload video for queuing theory with examples as my gate statistics exam is in feb .I am facing problems in solving those questions
Thank you very much sir for this lecture.I request you to complete the queing theory
Amazing
🙏🙏🙏👌👌