Editing Isomorphism theorems (section)

{{Short description|Group of mathematical theorems}}
In [[mathematics]], specifically [[abstract algebra]], the '''isomorphism theorems''' (also known as '''Noether's isomorphism theorems''') are [[theorem]]s that describe the relationship among [[Quotient (universal algebra)|quotients]], [[homomorphism]]s, and [[subobject]]s.  Versions of the theorems exist for [[group (mathematics)|groups]], [[ring (mathematics)|rings]], [[vector space]]s, [[module (mathematics)|modules]], [[Lie algebra]]s, and other [[algebraic structure]]s.  In [[universal algebra]], the isomorphism theorems can be generalized to the context of algebras and [[congruence relation|congruence]]s.