FICTON THEORY OF DYNAMICAL SYSTEMS WITH NOISY PARAMETERS

[1] QUANTISED FIELDS AS RANDOM CLASSICAL FIELDS [J]. PHYSICS LETTERS, 1964, 12 (04): : 323 - 325

[2] PROPAGATION OF RANDOMLY PERTURBED FIELDS [J]. CANADIAN JOURNAL OF PHYSICS, 1962, 40 (06) : 782 - &

[3] COHERENCE PROPERTIES OF BLACKBODY RADIATION [J]. NUOVO CIMENTO, 1960, 18 (02): : 347 - 356

[4] STOCHASTICALLY PERTURBED FIELDS, WITH APPLICATIONS TO WAVE PROPAGATION IN RANDOM MEDIA [J]. NUOVO CIMENTO, 1962, 26 (01): : 1 - +

[5] FURUTSU K, 1963, J RES NATL BUR STD U, VD 67, P303

[6] FURUTSU K, 1964, MATHEMATICAL BASIS A

[7] TATARSKI VI, 1963, PRIVATE COMMUNICATIO

[8] TATARSKII VI, 1963, ZH EKSP TEOR FIZ, V44, P676

[1] QUANTISED FIELDS AS RANDOM CLASSICAL FIELDS [J]. PHYSICS LETTERS, 1964, 12 (04): : 323 - 325

[2] PROPAGATION OF RANDOMLY PERTURBED FIELDS [J]. CANADIAN JOURNAL OF PHYSICS, 1962, 40 (06) : 782 - &

[3] COHERENCE PROPERTIES OF BLACKBODY RADIATION [J]. NUOVO CIMENTO, 1960, 18 (02): : 347 - 356

[4] STOCHASTICALLY PERTURBED FIELDS, WITH APPLICATIONS TO WAVE PROPAGATION IN RANDOM MEDIA [J]. NUOVO CIMENTO, 1962, 26 (01): : 1 - +

[5] FURUTSU K, 1963, J RES NATL BUR STD U, VD 67, P303

[6] FURUTSU K, 1964, MATHEMATICAL BASIS A

[7] TATARSKI VI, 1963, PRIVATE COMMUNICATIO

[8] TATARSKII VI, 1963, ZH EKSP TEOR FIZ, V44, P676