1. |
The expectation of products of quadratic forms in normal variables: the practice |
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Statistica Neerlandica,
Volume 33,
Issue 3,
1979,
Page 131-136
Jan R. Magnus,
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摘要:
Summary A table is presented to simplify the computation of the expectation of a product of quadratic forms in normal variables. Some peculiarities of the table are discusse
ISSN:0039-0402
DOI:10.1111/j.1467-9574.1979.tb00668.x
出版商:Blackwell Publishing Ltd
年代:1979
数据来源: WILEY
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2. |
Testing symmetry with a procedure, combining the sign test and the signed rank test |
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Statistica Neerlandica,
Volume 33,
Issue 3,
1979,
Page 137-142
P. A. R. Koopman,
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PDF (250KB)
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摘要:
Summary A procedure for testing symmetry is described which combines the ease of the sign test with the efficiency of the signed rank tes
ISSN:0039-0402
DOI:10.1111/j.1467-9574.1979.tb00669.x
出版商:Blackwell Publishing Ltd
年代:1979
数据来源: WILEY
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3. |
A simple proof of the optimality of the best N‐policy in the M/G/l queueing control problem with removable server |
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Statistica Neerlandica,
Volume 33,
Issue 3,
1979,
Page 143-150
A. J. J. Talman,
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PDF (318KB)
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摘要:
Abstract An M/G/l queueing system with removable server is considered. The following costs are incurred: a holding cost ofhper unit time per customer in the system, a cost of rl(r2) per unit time when the service mechanism is on (off) and a fixed cost ofK1,(K2,) for turning it on (off).In this paper we shall give a very simple proof for the well known and intuitively obvious fact that the best N‐policy is optimal for the average cost criterion among the class of all policies by first proving that the average cost formula of that policy and its relative cost function satisfy the optimality equation for the average cost criterion. The optimality of the best N‐policy is then an immediate conseq
ISSN:0039-0402
DOI:10.1111/j.1467-9574.1979.tb00670.x
出版商:Blackwell Publishing Ltd
年代:1979
数据来源: WILEY
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4. |
The rate of convergence in law of the maximum of an exponential sample |
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Statistica Neerlandica,
Volume 33,
Issue 3,
1979,
Page 151-154
W. J. Hall,
Jon A. Wellner,
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PDF (161KB)
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摘要:
Summary We derive a uniform rate of convergence of (1–n‐1x)ntoe‐x(x<0). It provides a uniform rate of convergence for the distribution of the largest order statistic in a sample from an exponential distribution to the “double exponential” extreme value distribution. It likewise provides a rate of convergence for the distribution of the smallest order statistic from a uniform d
ISSN:0039-0402
DOI:10.1111/j.1467-9574.1979.tb00671.x
出版商:Blackwell Publishing Ltd
年代:1979
数据来源: WILEY
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5. |
Opgavenrubriek |
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Statistica Neerlandica,
Volume 33,
Issue 3,
1979,
Page 155-165
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PDF (361KB)
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ISSN:0039-0402
DOI:10.1111/j.1467-9574.1979.tb00672.x
出版商:Blackwell Publishing Ltd
年代:1979
数据来源: WILEY
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