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Studies in probability and statistics : papers in honour of Edwin J. G. Pitman / edited by E. J. Williams.

By: Material type: TextTextPublication details: Amsterdam ; New York : North-Holland Pub. Co., [1976]Description: 171 p. ; 27 cmISBN:
  • 0720404347
Subject(s): DDC classification:
  • 519.2
Contents:
Williams, E. J. E. J. G. Pitman, a tribute.--Lancaster, H. O. Multiv ariate binomial distributions.--Pakes, A. G. Some limit theorems for Ma rkov chains with applications to branching processes.--Pitman, J. W. An identity for stopping times of a Markov process.--Thornett, M. L. Mode ls of topographic variation.--Westcott, M. On the existence of a genera lized shat noise process.--Brown, B. M. A sequential procedure for diff usion processes.--Noether, G. D. Distribution-free confidence intervals based on linear rank statistics.--Robbins, H. E. and Siegmund, D. Sequ ential estimation of p in Bernoulli trials.--Sprent, P. Modified likeli hood estimation of a linear relationship.--Watson, G. S. Optimal invari ant tests for uniformity.--Atkinson, M. J. The use of mathematical mode ls in enzyme kinetics.--Becker, N. G. On assessing the progress of epid emics.--Cross, J. J. Statistical estimation in elasticity theory.--Haso fer, A. M. The upcrossing rate of a class of stochastic processes.--McN eil, D. R. Mathematical models in ecology.
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Holdings
Item type Current library Call number Status Barcode
Books - Open Access Books - Open Access VET Library - Open Shelves Q 519.2 WIL (Browse shelf(Opens below)) Available V 190449

Sole distributors for the U.S.A.: American Elsevier Pub. Co.

Includes bibliographies.

Williams, E. J. E. J. G. Pitman, a tribute.--Lancaster, H. O. Multiv ariate binomial distributions.--Pakes, A. G. Some limit theorems for Ma rkov chains with applications to branching processes.--Pitman, J. W. An identity for stopping times of a Markov process.--Thornett, M. L. Mode ls of topographic variation.--Westcott, M. On the existence of a genera lized shat noise process.--Brown, B. M. A sequential procedure for diff usion processes.--Noether, G. D. Distribution-free confidence intervals based on linear rank statistics.--Robbins, H. E. and Siegmund, D. Sequ ential estimation of p in Bernoulli trials.--Sprent, P. Modified likeli hood estimation of a linear relationship.--Watson, G. S. Optimal invari ant tests for uniformity.--Atkinson, M. J. The use of mathematical mode ls in enzyme kinetics.--Becker, N. G. On assessing the progress of epid emics.--Cross, J. J. Statistical estimation in elasticity theory.--Haso fer, A. M. The upcrossing rate of a class of stochastic processes.--McN eil, D. R. Mathematical models in ecology.

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