[Home]Isomorphism class

HomePage | Recent Changes | Preferences

Difference (from prior minor revision) (no other diffs)

Changed: 1c1,3
An isomorphism class is a collection of mathematical structures isomorphic with a certain mathematical structure. Such a structure usually consists of a set and some mathematical relations defined over this set such as an ordering or certain operations. Isomorphism classes are often defined if the exact identity of the elements of the set should be ignored, and the properties of the structure itself are studied.
An isomorphism class is a collection of mathematical objects isomorphic with a certain mathematical object. A mathematical objects usually consists of a set and some mathematical relations and operations defined over this set.

Isomorphism classes are often defined if the exact identity of the elements of the set is considered irrelevant, and the properties of the structure of the mathematical object are studied.

An isomorphism class is a collection of mathematical objects isomorphic with a certain mathematical object. A mathematical objects usually consists of a set and some mathematical relations and operations defined over this set.

Isomorphism classes are often defined if the exact identity of the elements of the set is considered irrelevant, and the properties of the structure of the mathematical object are studied.

Examples of this are Ordinals and [Mathematical graph]?s.


HomePage | Recent Changes | Preferences
This page is read-only | View other revisions
Last edited July 22, 2001 8:27 pm by Jan Hidders (diff)
Search: