Abstract Algebra:L2, subgroups and modular examples, 8-31-16

preview_player
Показать описание

  1. James Cook Math
Рекомендации по теме
Abstract Algebra:L2, subgroups 0:51:16

Abstract Algebra:L2, subgroups and modular examples, 8-31-16

Abstract Algebra 17: 0:08:15

Abstract Algebra 17: Subgroups

Subgroups abstract algebra 0:14:22

Subgroups abstract algebra

Abstract Algebra Lecture 0:35:41

Abstract Algebra Lecture 7: Subgroups, Cyclic Subgroups

Abstract Algebra 2.2: 0:06:04

Abstract Algebra 2.2: More Groups

28 E Definition 0:18:49

28 E Definition of subgroup+lots of examples

Abstract Algebra | 0:17:03

Abstract Algebra | 8. Modular Arithmetic

Mat321, Modern Algebra 0:14:07

Mat321, Modern Algebra 6.1product of subgroups 1

Abstract Algebra: subgroups, 0:53:46

Abstract Algebra: subgroups, lattice diagrams, cyclic part 1, 9-11-17

Cyclic Groups 0:42:21

Cyclic Groups

Some general results 0:44:09

Some general results on groups -- Abstract Algebra 6

Abstract Algebra Course, 1:07:40

Abstract Algebra Course, Lecture 1: Introduction to Groups, Modular Arithmetic, Sets, & Function...

Subgroups | Abstract 1:13:41

Subgroups | Abstract Algebra | Lecture-7

Abstract Algebra, Lec 0:30:45

Abstract Algebra, Lec 10A: Euclidean Algorithm, Subgroup Lattices, Permutation Groups

Abstract Algebra, Lec 0:33:37

Abstract Algebra, Lec 6A: Properties of Mod n Addition, Order, Subgroups, (One Step) Subgroup Test

Subgroups: definition and 0:16:12

Subgroups: definition and examples

26 construction of 0:23:13

26 construction of GL2 mod SL2 part1

Subgroups - Examples 0:14:55

Subgroups - Examples

Introduction to Abstract 0:23:01

Introduction to Abstract Algebra

Abstract Algebra: course 0:42:40

Abstract Algebra: course intro, sets, maps, equivalence relations: 8-28-17

Construct a Cayley 0:09:23

Construct a Cayley for Z 6 under addition modulo 6. Write down all generators and proper subgroups

Stefaan Vaes: Cohomology 0:50:16

Stefaan Vaes: Cohomology and L2-Betti numbers for subfactors and quasi-regular inclusions

AKPotW: Powers of 0:02:09

AKPotW: Powers of an Element in a Subgroup [Group Theory]

Quotient Groups 0:20:35

Quotient Groups

Комментарии
Автор

awesome lectures! This is one of the clearest explanation of group theory I've seen. thank you very much. it helps me a lot!

rubyyilinpu
Автор

at 41:24 I meant to say subset, not subgroup.

jamescook
Автор

Sir your abstract algebra course is really exquisite and astounding. I am extremely grateful that you have uploaded not only the understanding but also algebra intrigues me further to study mathematics too. Sir at which university you work as a professor. Thanks for reading my message. Love from India <3

abhinandanmehra
Автор

z3 additio is albeian, and the table looks like a symmetric matrix. Is this a thing?

Edit:
The subset of z3 x is symmetric, i think im seeing something 😂.

thomasjefferson
Автор

Jay-quelyn? Is Jay-quelyn here? Don't play with me!
D-nice??

checkfoldcallraise
Автор

I don't understand the first definition: what are d and c?

bernandb
Автор

Hello professor please where can I find the homework and exams for this course?

welovfree