The word **convex** means *curving out* or *bulging outward*, as opposed to concave. **Convex** or **convexity** may refer to:

Read more about Convex: Mathematics, Economics, Finance, Optics, Art, Proper Names

### Other articles related to "convex":

Sion's Minimax Theorem

... Let be a compact

... Let be a compact

**convex**subset of a linear topological space and a**convex**subset of a linear topological space ... function on with upper semicontinuous and quasiconcave on, and is lower semicontinuous and quasi-**convex**on, then ...**Convex**Body

... In mathematics, a

**convex**body in n-dimensional Euclidean space Rn is a compact

**convex**set with non-empty interior ... A

**convex**body K is called symmetric if it is centrally symmetric with respect to the origin, i.e ... Symmetric

**convex**bodies are in a one-to-one correspondence with the unit balls of norms on Rn ...

**Convex**- Proper Names

...

**Convex**Computer, a company that produced a number of vector supercomputers, bought by HP in 1995

**Convex**Software Library, a client-side open source solution for Internet Explorer which uses a hidden ...

Linear Inequality - Linear Inequalities in Real Numbers - Interpretations and Applications

... It is a

... It is a

**convex**set, since the half-planes are**convex**sets, and the intersection of a set of**convex**sets is also**convex**... In the non-degenerate cases this**convex**set is a**convex**polyhedron (possibly unbounded, e.g ... It may also be empty or a**convex**polyhedron of lower dimension confined to an affine subspace of the n-dimensional space Rn ...Steinitz's Theorem

... of the undirected graphs formed by the edges and vertices of three-dimensional

... of the undirected graphs formed by the edges and vertices of three-dimensional

**convex**polyhedra they are exactly the 3-vertex-connected planar graphs ... That is, every**convex**polyhedron forms a 3-connected planar graph, and every 3-connected planar graph can be represented as the graph of a**convex**polyhedron ... a vector space has the same number of vectors, the theorem that if the**convex**hull of a point set contains a unit sphere, then the**convex**hull of a finite subset of the point contains a smaller concentric sphere ...Main Site Subjects

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