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Compactness of Hardy-Steklov operator
Authors:Pankaj Jain  Babita Gupta
Affiliation:a Department of Mathematics, Deshbandhu College, University of Delhi, Kalkaji, New Delhi 110 019, India
b Department of Mathematics, Shivaji College, University of Delhi, Raja Garden, Delhi 110 027, India
Abstract:Pair of weights u, v is characterized so that the Hardy-Steklov operator View the MathML source is compact between weighted Lebesgue spaces Lp(u) and Lq(v), where 1<p,q<∞, a,b are certain increasing functions and f?0. The compactness of the conjugate operator View the MathML source is also studied.
Keywords:Hardy operator   Hardy-Steklov operator   Hardy inequality   Compactness   Boundedness
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