Handbook of the Normal Distribution, Second Edition - Patel, Jagdish K.; Patel, Patel K.; Read, Campbell B.

Jagdish K. Patel Patel K. Patel Campbell B. Read 

Handbook of the Normal Distribution, Second Edition

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Handbook of the Normal Distribution, Second Edition

Table of contents:
Genesis: an historical background; basic properties; expansions and algorithms; characterizations; sampling distributions; limit theorems and expansions; normal approximations to distributions; order statistics from normal samples; the bivariate normal distribution; bivariate normal sampling distributions; point estimation; statistical intervals.

...Traces the historical development of the normal law. Second Edition offers a comprehensive treatment of the bivariate normal distribution--presenting entirely new material on normal integrals, asymptotic normality, the asymptotic properties of order statistics, and point estimation and statistical intervals....


Produktinformation

  • Verlag: MARCEL DEKKER INC
  • 1996
  • Rev and Expande.
  • Ausstattung/Bilder: 456 pages
  • Seitenzahl: 456
  • Englisch
  • Abmessung: 234mm x 161mm x 28mm
  • Gewicht: 776g
  • ISBN-13: 9780824793425
  • ISBN-10: 0824793420
  • Best.Nr.: 21165057
"Praise for the First Edition. . . . . .a wonderful book, full of precious knowledge on the normal distribution. . .It should be in the hands of every serious statistician, every research worker, and every Ph.D. candidate, every serious student." ---Technometrics ." . .concise and systematic. . .can easily be used in individual studies. . . .[an] excellent book. You may well find in it many useful results that you had not known before." ---Journal of Official Statistics ." . .well-organized. . . .a useful. . .book for academic statisticians." ---The Statistician ." . .a welcome addition to our libraries." ---Journal of the Royal Statistical Society

Inhaltsangabe

Genesis: an historical background
basic properties
expansions and algorithms
characterizations
sampling distributions
limit theorems and expansions
normal approximations to distributions
order statistics from normal samples
the bivariate normal distribution
bivariate normal sampling distributions
point estimation
statistical intervals.