Results 261 to 270 of about 631,153 (290)
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Probability With Statistical Applications.
Applied Statistics, 1962N. L. Johnson +3 more
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Probability and Statistical Analysis.
Journal of the American Statistical Association, 1973James Ramsey +2 more
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Probability and Statistics for Engineers
Technometrics, 1965H. M. Finucan, I. Miller, J. E. Freund
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2008
This chapter introduces probability theory—the mathematical theory of statistics—that gives the theoretical models and analytical tools for the organization, interpretation, and analysis of statistical data. Probability theory is applied in chemistry for the description of the collective behaviour of very large numbers of particles in statistical ...
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This chapter introduces probability theory—the mathematical theory of statistics—that gives the theoretical models and analytical tools for the organization, interpretation, and analysis of statistical data. Probability theory is applied in chemistry for the description of the collective behaviour of very large numbers of particles in statistical ...
openaire +1 more source
Counterexamples in Probability and Statistics.
Journal of the American Statistical Association, 1988Eric R. Ziegel, J. Romano, A. Siegel
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Computational Probability and Statistics
International Statistical Review / Revue Internationale de Statistique, 1972Freiberger, Walter, Grenander, Ulf
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1990
Probability and statistical theory arose historically when it was noticed that certain regularities were observed in games of chance and in human mortality (Refs. 21-1, 21-2, and 21-3). The philosophical foundations of probability are a matter of debate to the present day. The “frequency” school holds that the probability of an event is the fraction of
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Probability and statistical theory arose historically when it was noticed that certain regularities were observed in games of chance and in human mortality (Refs. 21-1, 21-2, and 21-3). The philosophical foundations of probability are a matter of debate to the present day. The “frequency” school holds that the probability of an event is the fraction of
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Introduction to Probability and Statistics.
Biometrika, 1961D. J. Newell +2 more
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Introduction to Probability and Statistics.
Biometrika, 1960Ralph A. Bradley +2 more
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Probability and Statistics for Engineers.
The Statistician, 1991Gary D. Herrin +2 more
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