automorphism (Meaning)
Webster
automorphism (n.)
Automorphic characterization.
Synonyms & Antonyms of automorphism
No Synonyms and anytonyms found
automorphism Sentence Examples
- The automorphism group of a graph is the set of all automorphisms of that graph.
- An automorphism of a group is a bijective homomorphism from the group to itself.
- The automorphism group of a ring is the set of all automorphisms of that ring.
- An automorphism of a field is a bijective homomorphism from the field to itself.
- The automorphism group of a vector space is the set of all automorphisms of that vector space.
- An automorphism of a topological space is a homeomorphism from the space to itself.
- The automorphism group of a Lie algebra is the set of all automorphisms of that Lie algebra.
- An automorphism of a Lie group is a diffeomorphism from the group to itself.
- The automorphism group of a category is the set of all automorphisms of that category.
- An automorphism of a semigroup is a bijective endomorphism from the semigroup to itself.
FAQs About the word automorphism
Automorphic characterization.
No synonyms found.
No antonyms found.
The automorphism group of a graph is the set of all automorphisms of that graph.
An automorphism of a group is a bijective homomorphism from the group to itself.
The automorphism group of a ring is the set of all automorphisms of that ring.
An automorphism of a field is a bijective homomorphism from the field to itself.
