About: Glossary of functional analysis

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This is a glossary for the terminology in a mathematical field of functional analysis. Throughout the article, unless stated otherwise, the base field of a vector space is the field of real numbers or that of complex numbers. Algebras are not assumed to be unital. See also: List of Banach spaces.

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  • This is a glossary for the terminology in a mathematical field of functional analysis. Throughout the article, unless stated otherwise, the base field of a vector space is the field of real numbers or that of complex numbers. Algebras are not assumed to be unital. See also: List of Banach spaces. (en)
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  • This is a glossary for the terminology in a mathematical field of functional analysis. Throughout the article, unless stated otherwise, the base field of a vector space is the field of real numbers or that of complex numbers. Algebras are not assumed to be unital. See also: List of Banach spaces. (en)
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  • Glossary of functional analysis (en)
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