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Homotopy Type Theory
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## Definiton

< module

~~Let ~~

~~$A$~~~~ be an ~~~~abelian group~~~~, let ~~~~$R$~~~~ be a ~~~~commutative ring~~~~. ~~~~$A$~~~~ is an ~~~~$R$~~~~-module if it comes with an ~~~~abelian group homomorphism~~~~ ~~~~$\alpha:R \to (A \to A)$~~~~ such that~~~~
~~~~
~~## Properties

~~
~~Every abelian group is a $\mathbb{Z}$-module.

~~
~~## See also

~~
~~
Last revised on June 14, 2022 at 21:20:03.
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