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Asymptotic expansions Congresses
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Asymptotische Methode
Description / Table of Contents:
Part 1: Limit Theorems for variously mixing and quasi-associated random variables. -- -- Part 2: Central limit theorems for logarithmic averages. -- -- Part 3: Strong approximations, weighted approximations. -- -- Part 4: Emperical distributions and processes. -- -- Part 5: Iterated random walks. -- -- Part 6: Fine analytic path behaviour of the oscillations of stochastic processes. -- -- Part 7: Multiparameter stochastic processes. -- -- Part 8: Results related to studies of local time and hitting times of Bessel processes, a cautionary note on limiting sigma-algebras. -- -- Part 9: Large deviations, small ball problems, self normalization. -- -- Part 10: Stochastic bifurcation. -- -- Part 11: Change-point analysis, u-statistics, non-smooth functions, comparison distributions. -- -- Part 12: Emperical reliability, survival analysis. -- -- Part 13: Gaussian bootstrap, Monte Carlo simulation. -- -- Part 14: Autoregressive and moving average schemes -- -- Part 15: Nonparametric curve estimations, regression diagnostics. -- -- Part 16: Testing statistical hypotheses. -- -- Part 17: Tail index estimation, order statistics of order statistics
Type of Medium:
Online Resource
Pages:
Online-Ressource
Edition:
Elsevier e-book collection on ScienceDirect
ISBN:
0444500839
,
9780444500830
,
0585474680
,
9780585474687
,
1281047120
,
9781281047120
URL:
https://doi.org/10.1016/B978-0-444-50083-0.X5000-X
URL:
https://www.sciencedirect.com/science/book/9780444500830
URL:
http://www.sciencedirect.com/science/book/9780444500830
URL:
https://zbmath.org/?q=an:0901.00049
URL:
http://www.loc.gov/catdir/enhancements/fy0601/98037202-t.html
URL:
http://www.loc.gov/catdir/enhancements/fy0601/98037202-d.html
DOI:
10.1016/B978-0-444-50083-0.X5000-X
Language:
English
Note:
Includes bibliographical references
,
Papers from an International Conference on Asymptotic Methods in Probability and Statistics, held at Carleton University, Ottawa, Canada, 8-13 July, 1997
,
Part 1: Limit Theorems for variously mixing and quasi-associated random variables.-- Part 2: Central limit theorems for logarithmic averages. -- -- Part 3: Strong approximations, weighted approximations. -- -- Part 4: Emperical distributions and processes. -- -- Part 5: Iterated random walks. -- -- Part 6: Fine analytic path behaviour of the oscillations of stochastic processes. -- -- Part 7: Multiparameter stochastic processes. -- -- Part 8: Results related to studies of local time and hitting times of Bessel processes, a cautionary note on limiting sigma-algebras. -- -- Part 9: Large deviations, small ball problems, self normalization. -- -- Part 10: Stochastic bifurcation. -- -- Part 11: Change-point analysis, u-statistics, non-smooth functions, comparison distributions. -- -- Part 12: Emperical reliability, survival analysis. -- -- Part 13: Gaussian bootstrap, Monte Carlo simulation. -- -- Part 14: Autoregressive and moving average schemes -- -- Part 15: Nonparametric curve estimations, regression diagnostics. -- -- Part 16: Testing statistical hypotheses. -- -- Part 17: Tail index estimation, order statistics of order statistics.
,
Part 1: Limit Theorems for variously mixing and quasi-associated random variables. -- -- Part 2: Central limit theorems for logarithmic averages. -- -- Part 3: Strong approximations, weighted approximations. -- -- Part 4: Emperical distributions and processes. -- -- Part 5: Iterated random walks. -- -- Part 6: Fine analytic path behaviour of the oscillations of stochastic processes. -- -- Part 7: Multiparameter stochastic processes. -- -- Part 8: Results related to studies of local time and hitting times of Bessel processes, a cautionary note on limiting sigma-algebras. -- -- Part 9: Large deviations, small ball problems, self normalization. -- -- Part 10: Stochastic bifurcation. -- -- Part 11: Change-point analysis, u-statistics, non-smooth functions, comparison distributions. -- -- Part 12: Emperical reliability, survival analysis. -- -- Part 13: Gaussian bootstrap, Monte Carlo simulation. -- -- Part 14: Autoregressive and moving average schemes -- -- Part 15: Nonparametric curve estimations, regression diagnostics. -- -- Part 16: Testing statistical hypotheses. -- -- Part 17: Tail index estimation, order statistics of order statistics.
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