THE HARMONIC ANALYSIS OF STATIONARY STOCHASTIC PROCESSES

Author:

MARUYAMA Gisiro

Publisher

Faculty of Mathematics, Kyushu University

Subject

General Earth and Planetary Sciences,General Environmental Science

Reference37 articles.

1. W. AMBROSE 1. On measurable stochastic processes, Trans. Amer. math. Soc. vol. 47(1940).

2. A. S. BESICOVITCH 1. Almost Periodic Functions, Cambridge, 1932.

3. H. CRAMÉR 1. Random Variables and Probability Distributions, Cambridge tracts, no. 36, 1937.
___ 2. On the theory of stationary processes, Ann. of Math., vol. 41 (1940).

4. J. L. DOOB 1. Stochastic processes depending on a continuous parameter, Trans. Amer. math. Soc, vol. 42 (1937).
___ 2. One parameter families of transformations, Duke math. Journ. vol. 4 (1938).
___ 3. The law of large numbers for continuous stochastic processes, Duke math. Journ., vol. 6 (1940).

5. R. H. FOWLER 1. Statistical Mechanics, 2nd ed., Cambridge, 1936.

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