Category:Replacement theorems

From Groupprops
Jump to: navigation, search

This category lists replacement theorems. A replacement theorem is a result that allows one to replace a subgroup satisfying certain properties, with a subgroup satisfying stronger properties, and which is somehow related to the subgroup we started with.

Also see Category:Failures of replacement.

See summary information for various kinds of replacement theorems at collection of groups satisfying a weak normal replacement condition#Examples/facts.

Pages in category "Replacement theorems"

The following 26 pages are in this category, out of 26 total. The count includes redirect pages that have been included in the category. Redirect pages are shown in italics.