### Some articles on *separable*:

Commutative

... If is a field extension, then L is

**Separable**Algebras... If is a field extension, then L is

**separable**as an associative K-algebra if and only if the extension of field is**separable**...**Separable**Algebra

... In mathematics, a

**separable**algebra is a kind of semisimple algebra ... It is a generalization to associative algebras of the notion of a

**separable**field extension ...

Banachâ€“Mazur Theorem - Comments

... to tell us that the seemingly vast collection of all

... to tell us that the seemingly vast collection of all

**separable**Banach spaces is not that vast or difficult to work with, since a**separable**Banach space ... tells us that C 0( R) is a "really big" space, big enough to contain every possible**separable**Banach space ...Cosmic Space - Examples and Properties

... open subset of a cosmic space is cosmic since open subsets of

... open subset of a cosmic space is cosmic since open subsets of

**separable**spaces are**separable**...**Separable**metric spaces are trivially cosmic ...Continuous Game - Formal Definition -

... A

**Separable**Games... A

**separable**game is a continuous game where, for any i, the utility function can be expressed in the sum-of-products form , where, and the functions are continuous ... A polynomial game is a**separable**game where each is a compact interval on and each utility function can be written as a multivariate polynomial ... In general, mixed Nash equilibria of**separable**games are easier to compute than non-**separable**games as implied by the following theorem For any**separable**game there ...Main Site Subjects

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