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Algebra

Chapters

Fundamental Theory of Arithmetic

Group Theory

Fields

Permutations & Combinations

Invariant/Normal Subgroup

Sylow Theorems

Symmetric Group or Permutation Group

Conjugate Classes and Class Equation

Subring and Ideals

ED, PID & UFD

Algebraic Extension of Fields

Basic Concepts and Definitions

Groups within Groups

Uniform Convergence (Sequence & Series of Function)

Some Important Groups of Infinite Order

Homomorphism and their Counting

Differentiability

Reimann Integration & Bounded Variation and Improper Integral

Continuity

Ring of Polynomials

Some Important Structures

Courses
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1
Fundamental Theory of Arithmetic
Practice
2
Group Theory
Notes

Available on android app

Practice
3
Fields
Practice
4
Permutations & Combinations
5
Invariant/Normal Subgroup
6
Sylow Theorems
7
Symmetric Group or Permutation Group
8
Conjugate Classes and Class Equation
9
Subring and Ideals
10
ED, PID & UFD
11
Algebraic Extension of Fields
12
Basic Concepts and Definitions
13
Groups within Groups
14
Uniform Convergence (Sequence & Series of Function)
15
Some Important Groups of Infinite Order
16
Homomorphism and their Counting
17
Differentiability
18
Reimann Integration & Bounded Variation and Improper Integral
19
Continuity
20
Ring of Polynomials
21
Some Important Structures

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