Synopsis
Rademacher functions in L_p-spaces.- The Rademacher system in symmetric spaces situated "far" from L_\infty.- The Rademacher system in symmetric spaces situated "close" to L_\infty.- Rademacher sums with vector coefficients.- Best constants in the Khintchine and Kahane-Khintchine inequalities.- The Rademacher chaos in symmetric spaces.- The comparison of systems of random variables.- The extraction of lacunary subsystems.- Extreme properties of the Rademacher system.- Bernoulli processes.- Rademacher multiplicator spaces.- Some versions of the Khintchine inequality.- Martingale transforms of the Rademacher sequence in symmetric spaces.- Rademacher functions in BMO and Paley spaces.- Rademacher functions in Cesaro type spaces.- Rademacher functions in Morrey spaces.- Appendix A. Some preliminaries from probability theory.- Appendix B. Basic sequences and lacunary systems.- Appendix C. Banach function lattices and symmetric spaces.- Appendix D. Interpolation of operators and spaces of the real method of interpolation.
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