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0:16:10

GF2 Function Composition & 1-1, onto maps

0:16:57

LA15 What are scalars? Fields as Scalars for Vector Spaces

0:10:48

LA10 An unusual Vector Space

0:12:43

LA09 What is a Vector Space? Why study them?

0:09:32

LA05 Matrix Vocabulary & Matrices as Vector Spaces

0:18:21

LA17 Elementary Row Operations, Reduced Row Echelon Form, and Solving Linear Systems

0:11:15

LA07 Complex Numbers as a Vector Space and as a Field

0:08:36

LA06 Vector Spaces of Functions

0:15:42

LA03 R^n (Euclidean n-space), as prototypical example of a vector space

0:28:42

LA27 Matrix Multiplication, the How and the Why

0:13:51

CO11 Counting Basics: Multiplication Principle & Probability

0:22:29

EL032 Algebra Basics: Rational Exponents and Radicals

0:21:19

EL031 Algebra Basics: Exponents, Definitions, Rules, and Examples

0:29:52

AR01 Why Rings? Diophantine Equations & Rings

0:29:39

AG19 What is a Group Action?

0:24:56

OR03 Dictionaries & Tableaus for Linear Programs

0:13:13

OR02 Geometric Solutions for 2 dim Linear Programs

0:17:56

OR01 What is Operations Research?

0:27:56

AG11 What is a cyclic Group? What is the order of an element?

0:20:25

GF1 What is a function? What do 1-1 and onto mean?

0:22:39

AG10 A finite semigroup with cancellation aka an associative Latin Square is a group

0:00:40

How to define a group using one axiom! #maths #abstractalgebra #mathematics#shorts

0:27:12

AG09 What is a Group? Definition & Examples

0:21:54

AG08 General & Special Linear Groups; Size of GL(n,p) and SL(n,p)