Weak topology
Weak topology In mathematics, weak topology is an alternative term for initial topology. The term is most commonly used ...
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Weak-star topology
Weak-star topology The weak-star topology can refer to a topology related to the weak topology. a ...
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Talk:Weak topology
Talk:Weak topology Should we glue it with Finer topology? Tosha 15:08, 22 Feb 2004 (UTC) I don't think so. Weaker topology isn't the same as weak topology, which is often used with ...
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Weak operator topology
Weak operator topology In functional analysis, the weak operator topology, often abbreviated WOT, is the weakest topology on the set of bounded operators ...
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Weak topology (polar topology)
Weak topology (polar topology) In functional analysis and related areas of mathematics the weak topology is the coarsest polar topology, the ...
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Weak
Weak The word weak is a generic term pertaining to a lack of strength. Weak is the opposite of strong. General usage ... A person may be said to be weak, or the signs of life of a ... dying person may be said to be weak. A radio signal can be described ...
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Operator topology
Operator topology In mathematics, the requirements of functional analysis ... to T in the uniform operator topology. If $T\_n\; x\; \backslash to\; Tx$ in the strong operator topology. Finally, suppose $T\_n\; x\; \backslash to\; Tx$ in the weak topology of H. This means that $...$
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Ultraweak topology
Ultraweak topology In functional analysis, the ultraweak topology, also called the weak-* topology, or weak-* operator topology or σ-weak topology, ...
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Topology glossary
Topology glossary This is a glossary of some ... in the branch of mathematics known as topology. Although there is no absolute distinction between different areas of topology, the focus here is on general topology. The following definitions are also fundamental to algebraic topology, differential topology and geometric topology. See ...
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Mackey topology
Mackey topology In functional analysis and related areas of mathematics the Mackey topology, named after George Mackey, is the finest topology for a topological vector space which still ... continuous dual. In other words the Mackey topology does not make linear functions continuous which were discontinuous in the default topology. The Mackey topology is the opposite ...
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