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A THEOREM ON THE CONVERGENCE ALMOST EVERYWHERE OF A SEQUENCE OF MEASURABLE FUNCTIONS, AND ITS APPLICATIONS TO SEQUENCES OF STOCHASTIC INTEGRALS - MaRDI portal

A THEOREM ON THE CONVERGENCE ALMOST EVERYWHERE OF A SEQUENCE OF MEASURABLE FUNCTIONS, AND ITS APPLICATIONS TO SEQUENCES OF STOCHASTIC INTEGRALS (Q4181738)

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scientific article; zbMATH DE number 3619092
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A THEOREM ON THE CONVERGENCE ALMOST EVERYWHERE OF A SEQUENCE OF MEASURABLE FUNCTIONS, AND ITS APPLICATIONS TO SEQUENCES OF STOCHASTIC INTEGRALS
scientific article; zbMATH DE number 3619092

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    A THEOREM ON THE CONVERGENCE ALMOST EVERYWHERE OF A SEQUENCE OF MEASURABLE FUNCTIONS, AND ITS APPLICATIONS TO SEQUENCES OF STOCHASTIC INTEGRALS (English)
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    1977
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    Stochastic Integrals
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    Convergence Almost Everywhere
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    Stationary Processes
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    Homogeneous
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