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Jacobson_Basic_Algebra

swMATH ID: 38027
Software Authors: Clemens Ballarin
Description: Jacobson_Basic_Algebra: A Case Study in Basic Algebra. The focus of this case study is re-use in abstract algebra. It contains locale-based formalisations of selected parts of set, group and ring theory from Jacobson’s Basic Algebra leading to the respective fundamental homomorphism theorems. The study is not intended as a library base for abstract algebra. It rather explores an approach towards abstract algebra in Isabelle.
Homepage: https://www.isa-afp.org/entries/Jacobson_Basic_Algebra.html
Dependencies: Isabelle
Related Software: Automath; Secondary Sylow; Archive Formal Proofs; Locales; Isabelle/HOL; Isabelle; Coq
Cited in: 1 Publication

Cited by 1 Author

1 Ballarin, Clemens

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