Sharp norm estimates for a class of integral operators |
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| Authors: | Dah-Chin Luor |
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| Institution: | 1. Department of Financial and Computational Mathematics, I-Shou University, Kaohsiung City, Taiwandclour@isu.edu.tw dclo1009@yahoo.com.tw |
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| Abstract: | ABSTRACTNorm comparison inequalities for two integral operators with radial kernels are established. Sharp norm estimates for operators with monotone and convex/concave kernels are obtained. Integral analogues of Bennett's estimates for summability matrices are given. The exact operator norms with power weights are also obtained for a class of integral operators with radial quasimonotone kernels. |
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| Keywords: | Weighted inequalities norm estimates integral operators |
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