APPROXIMATING EXPONENTIAL MODELS

[1] AMARI SI, 1987, LECTURE NOTES MONOGR, V1994

[2] BARNARD GA, 1971, FDN STAT INFERENCE, P289

[3] BARNARD GA, 1982, INT STAT REV, V50, P11

[4] BARNDORFFNIELSE.OE, 1988, PARAMETRIC STATISTIC

[5] BARNDORFFNIELSE.OE, 1987, LECTURE MONOGRAPH SE, V9561

[6] LIKELIHOOD AND OBSERVED GEOMETRIES [J]. ANNALS OF STATISTICS, 1986, 14 (03) : 856 - 873

[7] DAWID AP, 1975, ANN STAT, V3, P1131

[8] DICICCIO TJ, 1984, BIOMETRIKA, V71, P477

[9] DEFINING CURVATURE OF A STATISTICAL PROBLEM (WITH APPLICATIONS TO 2ND ORDER EFFICIENCY) [J]. ANNALS OF STATISTICS, 1975, 3 (06) : 1189 - 1217

[10] Husemoller D., 1966, FIBRE BUNDLES

[1] AMARI SI, 1987, LECTURE NOTES MONOGR, V1994

[2] BARNARD GA, 1971, FDN STAT INFERENCE, P289

[3] BARNARD GA, 1982, INT STAT REV, V50, P11

[4] BARNDORFFNIELSE.OE, 1988, PARAMETRIC STATISTIC

[5] BARNDORFFNIELSE.OE, 1987, LECTURE MONOGRAPH SE, V9561

[6] LIKELIHOOD AND OBSERVED GEOMETRIES [J]. ANNALS OF STATISTICS, 1986, 14 (03) : 856 - 873

[7] DAWID AP, 1975, ANN STAT, V3, P1131

[8] DICICCIO TJ, 1984, BIOMETRIKA, V71, P477

[9] DEFINING CURVATURE OF A STATISTICAL PROBLEM (WITH APPLICATIONS TO 2ND ORDER EFFICIENCY) [J]. ANNALS OF STATISTICS, 1975, 3 (06) : 1189 - 1217

[10] Husemoller D., 1966, FIBRE BUNDLES