### Some articles on *banach*:

List Of

... In the mathematical field of functional analysis,

**Banach**Spaces... In the mathematical field of functional analysis,

**Banach**spaces are among the most important objects of study ... In other areas of mathematical analysis, most spaces which arise in practice turn out to be**Banach**spaces as well ...Lou

... Ludwig David "Lou"

**Banach**... Ludwig David "Lou"

**Banach**(born February 6, 1960) is a former wrestler for the University of Iowa wrestling team ... In 1984,**Banach**won a gold medal in the 220 pound weight class at the 1984 Olympic Games in Los Angeles ...**Banach**'s twin brother, Ed**Banach**, was also a gold medalist in wrestling at the same Olympiad ...M. Riesz Extension Theorem - Connection To The Hahn–

... The Hahn–

**Banach**Theorem... The Hahn–

**Banach**theorem can be deduced from the M ... Let φ be a functional on a subspace U ⊂ V that is dominated by N The Hahn–**Banach**theorem asserts that φ can be extended to a linear functional on V that is dominated by N ...B-convex Space

... In functional analysis, the class of B-convex spaces is a class of

... In functional analysis, the class of B-convex spaces is a class of

**Banach**space ... The concept of B-convexity was defined and used to characterize**Banach**spaces that have the strong law of large numbers by Anatole Beck in 1962 accordingly, "B-convexity" is ... Beck proved the following theorem A**Banach**space is B-convex if and only if every sequence of independent, symmetric, uniformly bounded and Radon random variables in that space satisfies the strong law of large ...Structure Space

... In mathematics, the structure space of a commutative

... In mathematics, the structure space of a commutative

**Banach**algebra is an analog of the spectrum of a C*-algebra ... The Gelfand representation of the**Banach**algebra is a map taking the**Banach**algebra elements to continuous functions on the structure space ...