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Probability and Statistical Models with Applications
DOI link for Probability and Statistical Models with Applications
Probability and Statistical Models with Applications book
Probability and Statistical Models with Applications
DOI link for Probability and Statistical Models with Applications
Probability and Statistical Models with Applications book
Edited ByCH. A. Charalambides, M.V. Koutras, N. Balakrishnan
Edition 1st Edition
First Published 2000
eBook Published 21 September 2000
Pub. Location New York
Imprint Chapman and Hall/CRC
Pages 664
eBook ISBN 9780429126031
Subjects Engineering & Technology, Mathematics & Statistics
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Charalambides, C.A., Koutras, M.V., & Balakrishnan, N. (Eds.). (2000). Probability and Statistical Models with Applications (1st ed.). Chapman and Hall/CRC. https://doi.org/10.1201/9781420036084
ABSTRACT
This monograph of carefully collected articles reviews recent developments in theoretical and applied statistical science, highlights current noteworthy results and illustrates their applications; and points out possible new directions to pursue. With its enlightening account of statistical discoveries and its numerous figures and tables, Probabili
TABLE OF CONTENTS
part |2 pages
PART I APPROXIMATION, O UNDS, AND NEQUALITIES
chapter 3|2 pages
Applications of Compound Poisson Approximation .-I. U . Rurhotrr, 0. C:hr!j.scsaplaino~u, a ~ ~ d E:. Vu,qgclato~u
E. Vaggelatou 5 EOMOk7) + ElMl(L7) > 0 and for all bounded g N R. where ML(g) := + 1) &v(P,Q ) :=
chapter |4 pages
p have the citnoi~ic;xlt lefinitioiis
= I,
ByZia re intleperident, which then easily gives
chapter |5 pages
Colnpound Poisson Approximation for Sums of Depe12dent Raadorn Variables
..., are "weakly" dependent. S1lcl.1 problems
chapter |4 pages
Probability Inequalities
< Let t > 0. Using Hoeffding's
ByU;,is constructed using i.i.d. random variables. However; with
chapter |4 pages
H.c le la Pcrla and Tze L
a := < > 0 such that bm/I'(I- a > 6. Sincc lirn,,, l/I'(l > 1; > rjS) 5
By:P (l
chapter |2 pages
S.K orolyuk and K. Limnios
2 defined by the generator 1 ,5 2 which is uniformly ergodic in every class X 5 5 and PI &(z.
chapter |7 pages
Coin tegration of Econon~ic
CT Rcgrcssiorr rnotlels and sim~dta.neouse quations nrodcls
chapter |1 pages
Yo.Y1,. .YT. B
Yt-l. 20.6 Nonstationary Models 1. This is the case when B Yt=Yt-l+Z,. Yo = &YtYi= =
chapter |8 pages
T. Since the process {XT,,
clr and are real valued ant1 positive scql~criccsa pproitchi~~zegr o
chapter |14 pages
[S :
P) is continiloi~sm d P P+ )-(2'/ap3 ~ = l,
By(P)is a positive dcfiriite rrlatiix.
part |2 pages
PART V INFERENCE APPLICATIONS
