Metamath Proof Explorer
Table of Contents - 10.2.15. Simple groups
- Definition and basic properties
- csimpg
- df-simpg
- issimpg
- issimpgd
- simpggrp
- simpggrpd
- simpg2nsg
- trivnsimpgd
- simpgntrivd
- simpgnideld
- simpgnsgd
- simpgnsgeqd
- 2nsgsimpgd
- simpgnsgbid
- Classification of abelian simple groups
- ablsimpnosubgd
- ablsimpg1gend
- ablsimpgcygd
- ablsimpgfindlem1
- ablsimpgfindlem2
- cycsubggenodd
- ablsimpgfind
- fincygsubgd
- fincygsubgodd
- fincygsubgodexd
- prmgrpsimpgd
- ablsimpgprmd
- ablsimpgd