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The Weak Convergence of Unit Vectors to Zero in Hilbert Space is the Convergence of One-Dimensional Subspaces in the Order Topology - MaRDI portal

The Weak Convergence of Unit Vectors to Zero in Hilbert Space is the Convergence of One-Dimensional Subspaces in the Order Topology (Q4327644)

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scientific article; zbMATH DE number 741391
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English
The Weak Convergence of Unit Vectors to Zero in Hilbert Space is the Convergence of One-Dimensional Subspaces in the Order Topology
scientific article; zbMATH DE number 741391

    Statements

    The Weak Convergence of Unit Vectors to Zero in Hilbert Space is the Convergence of One-Dimensional Subspaces in the Order Topology (English)
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    10 April 1995
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    Hilbert logic
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    order topology
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    Hilbert space
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    weak convergence
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