Definition of Isotopies. Meaning of Isotopies. Synonyms of Isotopies

Here you will find one or more explanations in English for the word Isotopies. Also in the bottom left of the page several parts of wikipedia pages related to the word Isotopies and, of course, Isotopies synonyms and on the right images related to the word Isotopies.

Definition of Isotopies

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Meaning of Isotopies from wikipedia

- Look up isotopy in Wiktionary, the free dictionary. Isotopy may refer to: Homotopy#Isotopy, a continuous path of homeomorphisms connecting two given homeomorphisms...
- presuppositional, syntactic, and narrative isotopies. A semantic isotopy, the narrower and most common type of isotopy, the one of Greimas's original definition...
- ambient isotopies. For example, two knots that are mirror images of each other are, in general, not equivalent. Isotopy Regular homotopy Regular isotopy M....
- the group of all isotopies to itself (sometimes called autotopies), which contains the group of automorphisms as a subgroup. Isotopy of algebras was introduced...
- mathematical field of abstract algebra, isotopy is an equivalence relation used to classify the algebraic notion of loop. Isotopy for loops and quasigroups was...
- In the mathematical subject of knot theory, regular isotopy is the equivalence relation of link diagrams that is generated by using the 2nd and 3rd Reidemeister...
- automorphism. The isotopy group of an algebra is the group of all isotopies, which contains the group of automorphisms as a subgroup. The isotopy group of the...
- embeddings. This corresponds to the definition of isotopy. An ambient isotopy, studied in this context, is an isotopy of the larger space, considered in light...
- respectively, that map L1 to L2. Isotopy is an equivalence relation and the equivalence classes are called isotopy classes. A stronger form of equivalence...
- Hamiltonian vector fields coincide, so the notions of Hamiltonian isotopy and symplectic isotopy of symplectomorphisms coincide. It can be shown that the equations...