Abstract Algebra: on solving DEqns over an algebra, 11-28-18

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  1. James Cook Math
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Abstract Algebra: on 0:50:25

Abstract Algebra: on solving DEqns over an algebra, 11-28-18

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DEqns: systems of 0:20:31

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Abstract Algebra: L33: 0:50:01

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Abstract Algebra:L2, subgroups 0:51:16

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DEqns: L17, eigenvector 0:59:51

DEqns: L17, eigenvector solutions, 11-1-16, part 1

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DEqns: L5, the 0:11:32

DEqns: L5, the n-th order homogeneous problem, part 2, 9-13-16

Abstract Algebra: L35, 0:52:09

Abstract Algebra: L35, a discussion of algebraic integers, postmortem on Test 3, 12-2-16 maybe.

Linear Algebra: Jordan 0:51:11

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DEqns: wave equation, 0:08:14

DEqns: wave equation, review for Test 2, 11-13-18, part 2

DEqns: matrix exponential 0:59:51

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Abstract Algebra II: 0:40:31

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DEqns: variational calculus 0:59:51

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DEqns: L9, Cauchy 0:17:37

DEqns: L9, Cauchy Euler, the second LI solution formula, resonance begins, 9-27-16, part 2

DEqns: L17, eigenvector 0:15:53

DEqns: L17, eigenvector solutions, 11-1-16, part 2

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Hey James I don't know if you care to read the comments but I love the fact that you put so many lectures online, but I've only just started studying mathematics on my own above high school level (I'm in my first year of a bachelour's in math). I wanted to know if you could tell me what I could study on my own to gap my current level of understanding to what you're doing. Like what kind of literature or courses or whatever would I need to have the best base from which to learn this with?

Iarlen