The Journal of the Indian Mathematical Society

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Two Remarks on Hilbert's Double Series Theorem


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1 Ahmedabad, India
     

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We assume throughout that an and bn are real non-negative numbers such that neither all an=0 nor all bn=0, and that f(x) and g(y) are real non-negative functions, defined for almost all real positive x and y, such that f(x)≠0, g(y)≠0.
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  • Two Remarks on Hilbert's Double Series Theorem

Abstract Views: 240  |  PDF Views: 0

Authors

V. Levin
Ahmedabad, India

Abstract


We assume throughout that an and bn are real non-negative numbers such that neither all an=0 nor all bn=0, and that f(x) and g(y) are real non-negative functions, defined for almost all real positive x and y, such that f(x)≠0, g(y)≠0.