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An introduction to probability: theory and its applications /
| Main Author: | |
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| Format: | Printed Book |
| Language: | English |
| Published: |
New Delhi:
Wiley,
1966.
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| Edition: | 2nd ed. |
Table of Contents:
- The exponential and the uniform densities-- Special densities randomization-- Densities in higher dimensions Normal densities and processes-- Probability measures and spaces-- Probability distributions in Rr-- A survey of some important distributions and processes-- Laws of large numbers, Application and analysis-- The basic limit theorems-- Infinity divisible distributions and semi-groups-- Markov processes and semi groups-- Renewal theory-- Random walks in R1-- Laplace transforms tauberian theorems. resolvents-- Application of Laplace transforms-- Characteristic functions-- Expansions related to the central limit theorem-- Infinitely divisible distributions-- Applications of Fourier methods to random walks-- harmonic analysis-- Answers to problems-- Some books on cognate subjects-- Index