Detailed Course on Complex Analysis - CSIR-UGC NET
Hindi
Detailed Course on Complex Analysis - CSIR-UGC NET
Ravi Mittal
In this course, Ravi Mittal will cover Complex Analysis. All the important topics will be discussed in detail and would be helpful for aspirants preparing for the CSIR-UGC NET exam. Learners at any stage of thei... Read more
Starts on Oct 27
Oct 27 - Nov 23, 2025
26 lessons
6 quizzes
0 practices
0 questions by educators
Demo classes
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Week 1
Oct 27 - Nov 2
5 lessons • 1 quiz
Oct
27
Lesson 1: Fundamental Concepts of Complex Analysis: Basics of Complex Numbers
Lesson 1 • 12:45 PM
Oct
28
Lesson 2: Fundamental Concepts of Complex Analysis: Basics of Complex Numbers Part II
Lesson 2 • 12:45 PM
Oct
29
Limit, Continuity, and Differentiability: Cauchy-Riemann Equations and Continuous Functions
Lesson 3 • 12:45 PM
Nov
1
Limit, Continuity, and Differentiability: Cauchy-Riemann Equations and Continuous Functions Part II
Lesson 4 • 12:45 PM
Nov
2
Quiz 1
Quiz 1 • 4:30 AM
Nov
2
Doubt Clearing Session
Lesson 5 • 12:45 PM
Week 2
Nov 3 - 9
7 lessons • 1 quiz
Nov
3
Singularities in Complex Analysis: Singularity and Classifications of Singular Points - Part I
Lesson 6 • 12:45 PM
Nov
4
Singularities in Complex Analysis: Singularity and Classifications of Singular Points - Part II
Lesson 7 • 12:45 PM
Nov
5
Concept of Series in Complex Analysis: Power Series and Result on Radius of Convergence - Part I
Lesson 8 • 12:45 PM
Nov
6
Concept of Series in Complex Analysis: Power Series and Result on Radius of Convergence - Part II
Lesson 9 • 12:45 PM
Nov
7
Doubt Clearing Session
Lesson 10 • 12:45 PM
Nov
8
Complex Integration: Line Integrals and Parameterizations
Lesson 11 • 12:45 PM
Nov
9
Quiz 2
Quiz 2 • 4:30 AM
Nov
9
Complex Integration: Cauchy's Inequality & Applications and Cauchy's Integral Formula
Lesson 12 • 12:45 PM
Week 3
Nov 10 - 16
7 lessons • 1 quiz
Nov
10
Complex Integration: Entire Functions and Result on Analyticity
Lesson 13 • 12:45 PM
Nov
11
Important Theorems: Liouville's Theorem and Extended Liouville's Theorem Part I
Lesson 14 • 12:45 PM
Nov
12
Doubt Clearing Session
Lesson 15 • 12:45 PM
Nov
13
Taylor and Laurent Series
Lesson 16 • 12:45 PM
Nov
14
Important Theorems: Rouche's Theorem and Picard's Great Theorem
Lesson 17 • 12:45 PM
Nov
15
Calculus of Residues Part I
Lesson 18 • 12:45 PM
Nov
16
Quiz 3
Quiz 3 • 4:30 AM
Nov
16
Calculus of Residues Part II
Lesson 19 • 12:45 PM