Definition of Semialgebraic. Meaning of Semialgebraic. Synonyms of Semialgebraic

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

Definition of Semialgebraic

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Meaning of Semialgebraic from wikipedia

- mathematics, a basic semialgebraic set is a set defined by polynomial equalities and polynomial inequalities, and a semialgebraic set is a finite union...
- geometry, a semialgebraic space is a space which is locally isomorphic to a semialgebraic set. Let U be an open subset of Rn for some n. A semialgebraic function...
- between semialgebraic sets are semialgebraic mappings, i.e., mappings whose graphs are semialgebraic sets. Nowadays the words 'semialgebraic geometry'...
- fundamental, and it is widely used in com****tional algebraic geometry. A semialgebraic set in Rn is a finite union of sets defined by a finite number of polynomial...
- In real algebraic geometry, a Nash function on an open semialgebraic subset U ⊂ Rn is an analytic function f: U → R satisfying a nontrivial polynomial...
- projection of a semialgebraic set is a semialgebraic set, and that there is an algorithm that, given a quantifier-free formula defining a semialgebraic set, produces...
- combinatorics and algebraic geometry used to represent algebraic (or semialgebraic) varieties as realization spaces of oriented matroids. Informally it...
- convex semialgebraic set in the plane can be written as a feasible region of a SOCP,. However, it is known that there exist convex semialgebraic sets of...
- "positive-locus-theorem") characterizes polynomials that are positive on a semialgebraic set, which is defined by systems of inequalities of polynomials with...
- spectrahedral shadows. Every spectrahedral shadow is a convex set that is also semialgebraic, but the converse (conjectured to be true until 2017) is false. An example...