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- 2013011303 contributor B12718204.
- 2013011303 date "2014".
- 2013011303 description "Includes bibliographical references and index.".
- 2013011303 description "Machine generated contents note: 1. Donsker's theorem and inequalities; 2. Gaussian processes; sample continuity; 3. Definition of Donsker classes; 4. Vapnik-Cervonenkis combinatorics; 5. Measurability; 6. Limit theorems for VC-type classes; 7. Metric entropy with bracketing; 8. Approximation of functions and sets; 9. Two samples and the bootstrap; 10. Uniform and universal limit theorems; 11. Classes too large to be Donsker; Appendix A. Differentiating under an integral sign; Appendix B. Multinomial distributions; Appendix C. Measures on nonseparable metric spaces; Appendix D. An extension of Lusin's theorem; Appendix E. Bochner and Pettis integrals; Appendix F. Non-existence of some linear forms; Appendix G. Separation of analytic sets; Appendix H. Young-Orlicz spaces; Appendix I. Versions of isonormal processes.".
- 2013011303 extent "pages cm".
- 2013011303 identifier "9780521498845 (hardback)".
- 2013011303 identifier "9780521738415 (paperback)".
- 2013011303 identifier 9780521498845.jpg.
- 2013011303 isPartOf "Cambridge studies in advanced mathematics".
- 2013011303 issued "2014".
- 2013011303 language "eng".
- 2013011303 subject "519.2 23".
- 2013011303 subject "Central limit theorem.".
- 2013011303 subject "MATHEMATICS / Probability & Statistics / General. bisacsh".
- 2013011303 subject "QA273.67 .D84 2014".
- 2013011303 tableOfContents "Machine generated contents note: 1. Donsker's theorem and inequalities; 2. Gaussian processes; sample continuity; 3. Definition of Donsker classes; 4. Vapnik-Cervonenkis combinatorics; 5. Measurability; 6. Limit theorems for VC-type classes; 7. Metric entropy with bracketing; 8. Approximation of functions and sets; 9. Two samples and the bootstrap; 10. Uniform and universal limit theorems; 11. Classes too large to be Donsker; Appendix A. Differentiating under an integral sign; Appendix B. Multinomial distributions; Appendix C. Measures on nonseparable metric spaces; Appendix D. An extension of Lusin's theorem; Appendix E. Bochner and Pettis integrals; Appendix F. Non-existence of some linear forms; Appendix G. Separation of analytic sets; Appendix H. Young-Orlicz spaces; Appendix I. Versions of isonormal processes.".
- 2013011303 title "Uniform central limit theorems / R.M. Dudley, Massachusetts Institute of Technology.".
- 2013011303 type "text".
