An Introduction to Probability Theory and Its Applications, Volume 1Wiley, 1957 - Probabilities |
Contents
CHAPTER PAGE | 1 |
THE SAMPLE SPACE 77 | 7 |
ELEMENTS OF COMBINATORIAL ANALYSIS | 26 |
Copyright | |
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applies approximation arbitrary arrangements assume balls Bernoulli trials binomial distribution cards cells central limit theorem chapter coefficients conditional probability consider contains corresponding defined derived dice digits elements equal probabilities equation exactly example experiment Find the probability finite follows frequencies function genes genotypes geometric distribution given hence inequality infinite integer large numbers law of large lead limit theorem Markov chains mathematical Maxwell-Boltzmann statistics means mutually independent n₁ negative binomial distribution nth trial number of successes occurs outcomes P₁ pairs particle paths player Poisson distribution population positive integers possible prob probability distribution problem proof prove r₁ random walk recurrent events replacement represents result sample points sample space sequence solution statistics Stirling's formula stochastic stochastically independent Suppose theory tion trials number values variance x-axis zero