Bornivorous set
In functional analysis, a subset of a real or complex vector space that has an associated vector bornology is called bornivorous and a bornivore if it absorbs every element of If is a topological vector space (TVS) then a subset of is bornivorous if it is bornivorous with respect to the von-Neumann bornology of . Bornivorous sets play an important role in the definitions of many classes of topological vector spaces (e.g. Bornological spaces).
Bornivorous setAuxiliary normed spaceBarrelled setBarrelled spaceBornivoreBornivorousBornological spaceBornologyBounded operatorCountably quasi-barrelled spaceInfrabornivorousInfrabornivorous setMetrizable topological vector spaceQuasi-ultrabarrelled spaceQuasibarrelled spaceTopological vector spaceUltrabornological spaceVector bornology
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Bornivorous set
In functional analysis, a subset of a real or complex vector space that has an associated vector bornology is called bornivorous and a bornivore if it absorbs every element of If is a topological vector space (TVS) then a subset of is bornivorous if it is bornivorous with respect to the von-Neumann bornology of . Bornivorous sets play an important role in the definitions of many classes of topological vector spaces (e.g. Bornological spaces).
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In functional analysis, a subs ...... es (e.g. Bornological spaces).
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Bornivorous set
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In functional analysis, a subs ...... es (e.g. Bornological spaces).
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