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Appendix E - Some results from functional analysis
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11 - Homogeneous sums and universality
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4 - Multidimensional Stein's method
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Normal Approximations with Malliavin Calculus
- From Stein's Method to Universality
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Introduction
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Appendix C - Distances between probability measures
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5 - Stein meets Malliavin: univariate normal approximations
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3 - Stein's method for one-dimensional normal approximations
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1 - Malliavin operators in the one-dimensional case
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Frontmatter
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Contents
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9 - Exact asymptotics and optimal rates
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6 - Multivariate normal approximations
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Preface
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References
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Notation index
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7 - Exploring the Breuer–Major theorem
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Appendix A - Gaussian elements, cumulants and Edgeworth expansions
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10 - Density estimates
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Appendix B - Hilbert space notation
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