Übersetzung für 'Banach space' von Englisch nach Deutsch

Banach space

Banachraum {m}math.

Banach-Raum {m}engin.math.phys.

Banachscher Raum {m}engin.math.phys.

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Banach lattice

Banach-Verband {m}math.

Banach algebra

Banachalgebra {f}math.

Banach-Tarski paradox

Banach-Tarski-Paradoxon {n}math.

Banach-Alaoglu theorem

Satz {m} von Banach-Alaoglumath.

Banach-Alaoglu-Bourbaki theorem

Satz {m} von Banach-Alaoglu-Bourbakimath.

Banach fixed-point theorem

Fixpunktsatz {m} von Banach [auch: Fixpunktsatz nach Banach]math.

Banach'scher Fixpunktsatz {m}math.

Banach-Mackey theorem [also: theorem of Banach-Mackey]

Satz {m} von Banach-Mackeymath.

Banach-Mazur theorem [also: theorem of Banach-Mazur]

Satz {m} von Banach-Mazurmath.

Banach-Dieudonné theorem [also: theorem of Banach-Dieudonné]

Satz {m} von Banach-Dieudonnémath.

Banach-Steinhaus theorem [also: theorem of Banach-Steinhaus]

Satz {m} von Banach-Steinhausmath.

Banach-Schauder theorem [open mapping theorem of Banach and Schauder]

Satz {m} von Banach-Schaudermath.

compactly generated space {sg} <k-space>

kompakt erzeugte Räume {pl} <k-Räume>math.

space frequency / space-frequency block code <SFBC>

Raum-Frequenz-Blockcode {m}telecom.

space time / space-time block code <STBC>

Raum-Zeit-Blockcode {m}tech.

Hahn-Banach theorem [also: theorem of Hahn-Banach, theorem of Hahn and Banach]

Satz {m} von Hahn-Banachmath.

anti-de-Sitter / anti-de Sitter / anti de Sitter space <AdS space>

Anti-de-Sitter-Raum {m} <AdS-Raum>math.phys.

space

Leerstelle {f}

Raum {m}

to space

beabstandenengin.

• mapping to a Banach space, then the problem is treated as "interpolation of operators".
• For instance, the Fréchet or Gateaux derivative can be used to define a notion of a holomorphic function on a Banach space over the field of complex numbers.
• ... whether or not the space is a Hilbert space, Banach space, etc.).
• The space C [...] of continuous real-valued functions on a closed and bounded interval is a Banach space, and so a complete metric space, with respect to the supremum norm.
• In mathematics, more specifically in functional analysis, a Banach space (pronounced [...]) is a complete normed vector space.

• In Banach spaces, a large part of the study involves the dual space: the space of all continuous linear maps from the space into its underlying field, so-called functionals.