EXPONENTIAL MODELS WITH AFFINE DUAL FOLIATIONS

[1] AN EXPONENTIAL SUBFAMILY WHICH ADMITS UMPU TESTS BASED ON A SINGLE TEST STATISTIC [J]. ANNALS OF STATISTICS, 1982, 10 (03) : 979 - 989

[2] A CHARACTERIZATION OF CERTAIN STATISTICS IN EXPONENTIAL MODELS WHOSE DISTRIBUTIONS DEPEND ON A SUB-VECTOR OF PARAMETERS ONLY [J]. ANNALS OF STATISTICS, 1983, 11 (03) : 746 - 752

[3] BARNDORFFNIELSE.O, 1978, INFORMATION EXPONENT

[4] REPRODUCTIVE EXPONENTIAL-FAMILIES [J]. ANNALS OF STATISTICS, 1983, 11 (03) : 770 - 782

[5] COURANT R, 1952, METHODS MATH PHYSICS, V1

[6] COURANT R, 1953, METHODS MATH PHYSICS, V2

[7] Kamke E., 1930, DIFFERENTIALGLEICHUN

[8] Kamke E., 1974, DIFFERENTIALGLEICHUN

[9] PATEFIELD WM, 1977, SANKHYA B, V39, P92

[10] RICHARDS FS, 1961, J ROY STAT SOC B, V23, P469

[1] AN EXPONENTIAL SUBFAMILY WHICH ADMITS UMPU TESTS BASED ON A SINGLE TEST STATISTIC [J]. ANNALS OF STATISTICS, 1982, 10 (03) : 979 - 989

[2] A CHARACTERIZATION OF CERTAIN STATISTICS IN EXPONENTIAL MODELS WHOSE DISTRIBUTIONS DEPEND ON A SUB-VECTOR OF PARAMETERS ONLY [J]. ANNALS OF STATISTICS, 1983, 11 (03) : 746 - 752

[3] BARNDORFFNIELSE.O, 1978, INFORMATION EXPONENT

[4] REPRODUCTIVE EXPONENTIAL-FAMILIES [J]. ANNALS OF STATISTICS, 1983, 11 (03) : 770 - 782

[5] COURANT R, 1952, METHODS MATH PHYSICS, V1

[6] COURANT R, 1953, METHODS MATH PHYSICS, V2

[7] Kamke E., 1930, DIFFERENTIALGLEICHUN

[8] Kamke E., 1974, DIFFERENTIALGLEICHUN

[9] PATEFIELD WM, 1977, SANKHYA B, V39, P92

[10] RICHARDS FS, 1961, J ROY STAT SOC B, V23, P469