Complex Analysis : Liouville's theorem,Open map theorem (lecture-17)

Complex Analysis: complex integration and taylor series for csir net/jrf (lecture -12)

Complex Analysis: Identity theorem, Important questions for csir net/jrf (lecture-16)

Complex Analysis: Rouche's theorem, picard theorem for csir Net/Jrf (lec -15)

Complex Analysis: Integration using residue, Argument principle (Lec-14)

Complex Analysis:Laurent series expansion, and Residue at Isolated Singularity (Lec-12)

Complex Analysis : Complex Integration, Cauchy integral formula (Lec-11)

Complex Analysis:Harmonic Fns. ,Milne thompson theorem and Imp. questions for csir net/jrf(lec-10)

Complex Analysis: Types of singularities and important questions for Gate, csir net/jrf (lecture -9)

Complex Analysis: Singularity/singular points of complex function (lec-8)

Complex Analysis: Analytic functions, Important concepts for csir net/jrf mathematics (lecture-7)

Number system :Railway RPF S.I Bharti Divisibility topic(LEC-3)

Complex Analysis : Differentiability of Complex functions (Lecture-6)

Complex Analysis: nth power of complex functions, trigonometric functions (Lecture -5)

Complex Analysis : Complex logarithmic function and power function (Lecture-4)

Complex Analysis: Complex functions, limit and continuity of complex functions (lecture-3)

Railway Rpf S.I Bharti (lec-2)maths questions, simplification,trailing zeros,number system.

Complex Analysis : Power series of complex numbers , radius and domain of convergence (Lecture-2)

Railway RPF Constable and Sub inspector -2024 Number system by Hardeep (Lecture -1)

Complex Analysis : introduction to complex analysis for csir net jrf (lecture-1)

CSIR NET MATHEMATICS DEC-2017 LINEAR ALGEBRA COMPLETE SOLUTIONS.

Real Analysis : Functions of several variables (last lecture)

VEDIC GANIT(2) :"NIKHILAM NAVATAS'CARAMAM DASATAH" how to solve multiplication in seconds.

NUMBER SYSTEM : How to find trailing zeros for RRB S.I exam

Real Analysis: Higher order derivatives, and Diffrentiablity of fns. of several variables(lec-26)

VEDIC GANIT(1) : Ekadhikena purve ,How to find square, and vulgar division using vedic maths.

Real Analysis : Functions of several variables for csir net/jrf (lecture -25)

Real Analysis : Sequence and Series of functions for csir net/jrf maths (Lecture-24)

PYQ Csir net maths, sept. 2022 Qno.=28

Real Analysis : Sequence and Series of Functions, for Csir Net/Jrf Mathematics ( lecture-23)

Real Analysis : Diffrentiablity , Fixed Point, concave and convex functions (Lecture -22)

Real Analysis: Diffrentiablity, Rolle's theorem, Mean value theorem and applications (Lecture-21)

Real Analysis : Imp. Concepts and questions about continuous mapping(lecture 19 contd.)

Real Analysis: Diffrentiablity and its Applications (Lecture -20)

Real Analysis : Continuity contd. Questions for Csir net/jrf (lecture-19)

Real Analysis : Continuity and U.C , How to check uniformly continuous function.(lecture-18)

Real Analysis : Limit of a real valued function,everything about limit in one video (lecture -17)

Real Analysis : Functions and their Properties (lecture-16)

Real Analysis :Rearrangement of series , cauchy integral test (lecture-14)

CSIR NET MATHEMATICS , JUNE 2017 LINEAR ALGEBRA COMPLETE SOLUTION

Real Analysis : series of real numbers questions and tests continued(lecture 13)

Real Analysis : Series of real numbers for csir net/jrf (lecture 12)

Real Analysis: Series definition and questions on lim(sup),lim(inf) for csir net/jrf (lecture 11)

Real analysis : Sequence and series ,Subsequence and monotonic sequence (lecture 10)

Real Analysis: Sequence questions, and results for csir Net/Jrf Gate (lecture 9)

Real Analysis: Sequence,and series for csir net/jrf , Gate (lecture 8)

Real Analysis: Countability or uncountablity of a set (lecture-7)

Real Analysis: Connectedness, path connectedness for net/jrf (Lecture 6)

Real Analysis: How to check compactness of a set, definition and questions.

Real Analysis: definition, and compactness (lecture 5)

Real Analysis : (lecture 4) interior, exterior,open set,limit point of a set.

Real Analysis : Supremum and infimum questions (Lecture-3)

Real Analysis: Real Analysis for net/jrf (lecture 1)

Real Analysis: Boundedness, supremum and infimum of a set(lecture 2)

Linear Algebra : Gram schmidt orthogonalisation process, inner product space (lecture 4)

Linear Algebra : Matrix of inner product space (lecture 3)

Linear Algebra : Inner product space lecture 1

Linear Algebra : Inner product space, (lecture 2) 3-9-24

Linear Algebra : previous year questions (lecture-9) 1-9-24

Linear Algebra : Transformation Matrix of a Linear Transformation (lecture 9) 31-08-24