Abstract Algebra 58: Kernels of homomorphisms

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Abstract Algebra 58: Kernels of homomorphisms

Abstract: We give the definition of the kernel of a group homomorphism, followed by several examples. The kernel is always a (normal) subgroup of the domain group of the homomorphism.

This video accompanies the class "Introduction to Abstract Algebra" at Colorado State University:
  1. Henry Adams
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Why has this video only drawn under 700 views? It is the only video I've found that actually illustrates the kernel operation with concrete examples. Unlike most videos on the topic, it doesn't just regurgitate definitions that can be found in you average textbook or monograph. This is the sort of content that viewers should demand.

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