an introduction to probability theory and its applications; volume ii
feller, william
creator
text
new york, london, sydney
john wiley and sons
1966
1. ed.
monographic
eng
xviii, 626 pp.
from the 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 distribution in rr; a survey of some important distributions and processes; laws of large numbers. applications in analysis; the basic limit theorems; infinitely divisible distributions and semi-groups; markov processes and semi-groups; renewal theory; random walks in r1; laplace transforms. tauberian theorems. resolvents; applications of laplace transforms; characteristic functions; expansions related to the central limit theorem; infinitely divisible distributions; applications of fourier methods to random walks; harmonic analysis;
161206
IHS100259807