Definition of Semistable. Meaning of Semistable. Synonyms of Semistable

- Theorem, by way of proving the modularity theorem for the special case of semistable elliptic curves, established powerful modularity lifting techniques and...
- In algebraic geometry, a semistable abelian variety is an abelian variety defined over a global or local field, which is characterized by how it reduces...
- Fermat’s Last Theorem, Wiles set out to prove the modularity theorem for semistable elliptic curves, which implied Fermat’s Last Theorem. By 1993, he had...
- In algebraic geometry, semistable reduction theorems state that, given a proper flat morphism X→S{\displaystyle X\to S}, there exists a morphism S′→S{\displaystyle...
- semistable if and only if there is no 1-parameter subgroup of G all of whose weights with respect to x are positive. A non-zero point x is semistable...
- chain of implications holds: E is μ-stable ⇒ E is stable ⇒ E is semistable ⇒ E is μ-semistable. Let E be a vector bundle over a smooth projective curve X....
- way. Andrew Wiles and Richard Taylor proved the modularity theorem for semistable elliptic curves, which was enough to imply Fermat's Last Theorem. Later...
- the types of elliptical curves that included Frey's equation (known as semistable elliptic curves). This was widely believed inaccessible to proof by contemporary...
- In mathematics, a Nori semistable vector bundle is a particular type of vector bundle whose first definition has been first implicitly suggested by Madhav...
- set of semistable points.) A GIT quotient is a categorical quotient of the locus of semistable points; i.e., "the" quotient of the semistable locus. Since...