Rademacher Inequalities with Applications |
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| Authors: | Sergey Utev Syeda Rabab Mudakkar |
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| Institution: | 1. School of Mathematical Sciences, University of Nottingham, Nottingham, UK
2. Center for Mathematical and Statistical Sciences, Lahore School of Economics, Lahore, Pakistan
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| Abstract: | For symmetric operators B i (B i = d ?B i ) and positive operators $A_{i}\succeq\tilde{A}_{i}$ , we compare moments of $\|B_{1}A_{1}^{p}+\cdots+B_{n}A_{n}^{p}\|$ and $\|B_{1}\tilde{A}_{1}^{p}+\cdots +B_{n}\tilde{A}_{n}^{p}\|$ . |
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