I am an electrical and electronics engineer . currently working in Crompton Greaves as an electrical engineer .

Dipesh Kumar Singh

In this course entire concepts of complex variables are going to be discussed along with shortcut tricks and previous year questions from Gate and ESE examinations.

GATE (Graduate Aptitude Test in Engineering) 2020 & 2021 complete preparation with best educators. Know about the detailed syllabus, best books, exam pattern and dates, previous year question papers a

GATE - Iconic Pro

Hindi

(Hindi) Complex Variables: GATE (General Aptitude)

Complex Variables

Engineering Mathematics

GA, GS and Mathematics

GATE & ESE - ME & CH

GATE, ESE and IIT-JAM

Ace the toughest competitive and government exams in India 

Test Preparation

In this lecture concepts of complex numbers are discussed along with certain numericals and tricks.

Complex Variables : Part 1 (in Hindi)

In this lecture concepts of complex numbers are discussed along with previous year questions

Complex Variables : Part 2 (in Hindi)

In this lecture basics concept of analytic and harmonic function are discussed along with previous year questions from Gate examination

Analytic And Harmonic Function (in Hindi)

In this lecture concepts of analytic function is discussed along with previous year questions from Gate examination

Problems on Analytic and Harmonic Function : Part 1 (in Hindi)

In this lecture Concepts of complex variables are discussed along with shortcut tricks for solving problems

Problems on Analytic and Harmonic Function : Part 2 (in Hindi)

In this lecture concepts of cauchy theorem is discussed along with previous year questions

Cauchy Theorem (In Hindi)

In this lecture concepts of cauchy integral formulae is discussed along with previous year questions from Gate examination.

Cauchy Integral Formulae :Part 1 (In Hindi)

In this lecture concepts of cauchy integral formulae is discussed along with previous year questions and shortcuts

Cauchy Integral Formulae :Part 2 (In Hindi)

In this lecture problems based on cauchy integral formulae is discussed along with previous year Gate examination question

Cauchy Integral Formulae :Part 3 (In Hindi)

IITian| 7+Yr of Teaching Experience| Join me for Unmatchable learning Experience | Teaches GA, GS & Engineering Mathematics

Aman Raj

In this course I will cover complete syllabus of complex variables important for Gate exam along with PYQ...

(Hindi) Complete Course on Complex Variables

Ashish 

In this course all topics from GATE and ESE perspective will be covered. Studnets will understand all concepts and examples on Complex variables.

(Hindi) Complex Variables for GATE

IIT J̊ÅM̊ QUALIFIED,post graduate,and further study on pure mathematics ...for any question (8923290203)

Swapnil Sundriyal

This course covers the concepts of Complex analysis useful for GATE (Mathematics) aspirants.

(Hindi) Analytic Function : GATE (Mathematics)

M.E. IN THERMAL SCIENCE
YOU TUBER,
Subject Combines In a Better way With conceptual manner

Niraj Diwatiya

INTRODUCTION OF COMPLEX VARIABLE,
CAUCHY REIMANN EQUATION IN CARTESIAN & POLAR EQUATION,
HARMONIC FUNCTION, SIMILAR TOPIC IN FLUID KINEMATICS
CAUCHY INTERGRAL & RESIDUE THEOREM

Complex Variable and Analysis

My name is Priya Yadav.I am CGPSC aspirant.

Priya Yadav

It consist of theorem for solving complex integral that is residue theorem and it described about analytic function.

In this course, the educator will cover the complete syllabus of Numerical Methods which is asked in Gate And ESE examinations along with previous year Gate Questions.

Lessons

9 lessons • 1h 59m

Invalid Date

NaN

Complex Variables : Part 1 (in Hindi)

Invalid Date

NaN

Complex Variables : Part 2 (in Hindi)

Invalid Date

NaN

Analytic And Harmonic Function (in Hindi)

Invalid Date

NaN

Problems on Analytic and Harmonic Function : Part 1 (in Hindi)

Invalid Date

NaN

Problems on Analytic and Harmonic Function : Part 2 (in Hindi)

Invalid Date

NaN

Cauchy Theorem (In Hindi)

Invalid Date

NaN

Cauchy Integral Formulae :Part 1 (In Hindi)

Invalid Date

NaN

Cauchy Integral Formulae :Part 2 (In Hindi)

Invalid Date

NaN

Cauchy Integral Formulae :Part 3 (In Hindi)