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Duggal, B. P.
- A Note on an Inequality of Schur
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1 33, Temple Road, London, W5 4 SL, England, GB
1 33, Temple Road, London, W5 4 SL, England, GB
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The Journal of the Indian Mathematical Society, Vol 39, No 1-4 (1975), Pagination: 331-336Abstract
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.
- Functional Equations and Linear Transformations I (Solvability on Lp Spaces)
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1 Makerere University, P. O. Box 7062, Kampala, UG
1 Makerere University, P. O. Box 7062, Kampala, UG
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The Journal of the Indian Mathematical Society, Vol 38, No 1-4 (1974), Pagination: 71-97Abstract
Let A = A(X) be a space of functions defined on a set X. A transformation W on A which is linear, in the purely algebraic sense, and has the property that the values of the transform Wf of an element f ∈ A at a point x ∈ X depends solely on the value of f at some other point x' ∈ X is given by the formula (Wf)(x) = Q(x)f(V(x)).- Functional Equations and Linear Transformations II Classes Gλ and Iμ
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1 Makerere University, Kampala, UG
1 Makerere University, Kampala, UG