Abstract Algebra
SAT Score Range
•
7 sessions
•
CS
SL
OR
+10
This series ended on November 13, 2022. All 1:1 and group chats related to this series are disabled 7 days after the last session.
About
We'll start with the basics of Abstract Algebra such as groups and rings and later study more advanced topics such as the fundamental homomorphism theorem and basic Galois theory.
Tutored by
Schedule
✋ ATTENDANCE POLICY
Please try to come every class, as it's hard to make up missed classes!
SESSION 1
18
Sep
SESSION 1
Even More Math
Even More Math
Sun 12:00 AM - 12:40 AM UTCSep 18, 12:00 AM - 12:40 AM UTC
This class will go over the basics of Abstract Algebra such as the definition of a group and basic examples.
SESSION 2
25
Sep
SESSION 2
Even More Math
Even More Math
Sun 1:00 AM - 1:40 AM UTCSep 25, 1:00 AM - 1:40 AM UTC
With the definition of a group as proposed last class, we'll prove some basic properties that hold for all groups.
SESSION 3
2
Oct
SESSION 3
Even More Math
Even More Math
Sun 1:00 AM - 1:40 AM UTCOct 2, 1:00 AM - 1:40 AM UTC
We'll continue exploring basic properties of groups and go over the definition of subgroups and their properties as well.
SESSION 4
9
Oct
SESSION 4
Even More Math
Even More Math
Sun 1:00 AM - 1:40 AM UTCOct 9, 1:00 AM - 1:40 AM UTC
We will cover the basic properties of subgroups and types of functions.
SESSION 5
16
Oct
SESSION 5
Even More Math
Even More Math
Sun 1:00 AM - 1:40 AM UTCOct 16, 1:00 AM - 1:40 AM UTC
We will cover the basic properties of subgroups and types of functions (last week's material), as we did not have class last week.
SESSION 6
23
Oct
SESSION 6
Even More Math
Even More Math
Sun 1:00 AM - 1:40 AM UTCOct 23, 1:00 AM - 1:40 AM UTC
We'll start by going over the closing problem from last week's session and later, we'll discuss types of functions and isomorphisms between groups.
SESSION 7
13
Nov
SESSION 7
Even More Math
Even More Math
Sun 2:30 AM - 3:10 AM UTCNov 13, 2:30 AM - 3:10 AM UTC
We'll start by going over the closing problem from last week's session and later, we'll discuss types of functions and isomorphisms between groups.