LOCAL TIMES AND SAMPLE FUNCTION PROPERTIES OF STATIONARY GAUSSIAN PROCESSES

[1] BELJAEV JK, 1961, 4TH P BERK S MATH ST, V2, P23

[2] BOYLAN ES, 1964, ILLINOIS J MATH, V8, P19

[3] MAXIMUM OF A NORMAL STATIONARY STOCHASTIC PROCESS [J]. BULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY, 1962, 68 (05) : 512 - &

[4] Cramer H, 1946, METHODS MATH STAT

[5] Cramer H., 1967, STATIONARY RELATED S

[6] Doob J. L., 1953, STOCHASTIC PROCESSES, V101

[7] Ito K., 1965, DIFFUSION PROCESSES

[8] L~evy P., 1940, COMPOS MATH, V7, P283, DOI DOI 10.1080/17442508508833361

[9] LUKACS E, 1960, 5 GRIFF STAT MON COU

[10] Trotter H.F., 1958, ILLINOIS J MATH, V2, P425

[1] BELJAEV JK, 1961, 4TH P BERK S MATH ST, V2, P23

[2] BOYLAN ES, 1964, ILLINOIS J MATH, V8, P19

[3] MAXIMUM OF A NORMAL STATIONARY STOCHASTIC PROCESS [J]. BULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY, 1962, 68 (05) : 512 - &

[4] Cramer H, 1946, METHODS MATH STAT

[5] Cramer H., 1967, STATIONARY RELATED S

[6] Doob J. L., 1953, STOCHASTIC PROCESSES, V101

[7] Ito K., 1965, DIFFUSION PROCESSES

[8] L~evy P., 1940, COMPOS MATH, V7, P283, DOI DOI 10.1080/17442508508833361

[9] LUKACS E, 1960, 5 GRIFF STAT MON COU

[10] Trotter H.F., 1958, ILLINOIS J MATH, V2, P425