Lecture

Epsilonization: Algebra Homomorphisms and Derivation Numbers

Description

This lecture introduces epsilonization, focusing on algebra homomorphisms and derivation numbers. It covers the claim that algebra homomorphisms are the maps of the homomorphism S.E.X(G[ɛ]) si 6(x). The lecture also discusses the derivation numbers in the C-algebra, showing how they are the maps of the form 6(&) - f[e. Furthermore, it explains the derivation of b(8) and the closed subvariety concept in the context of epsilonization.

Official source

https://mediaspace.epfl.ch/media/0_x2q1lijr

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Ontological neighbourhood

Mathematics

Algebra: Abstract algebra

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