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A Note on an Inequality of Schur


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1 33, Temple Road, London, W5 4 SL, England, United Kingdom
     

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Let K be a measurable function on (0, ∞) x (0, ∞) such that

(i) K is homogeneous of degree - 1, i.e. K(au, ax) = a-1 K(u, x) for all real a > 0.


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  • A Note on an Inequality of Schur

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Authors

B. P. Duggal
33, Temple Road, London, W5 4 SL, England, United Kingdom

Abstract


Let K be a measurable function on (0, ∞) x (0, ∞) such that

(i) K is homogeneous of degree - 1, i.e. K(au, ax) = a-1 K(u, x) for all real a > 0.