GLIVENKO-CANTELLI THEOREM FOR WEIGHTED EMPIRICALS BASED ON INDEPENDENT RANDOM-VARIABLES

[1] ASYMPTOTIC MINIMAX CHARACTER OF THE SAMPLE DISTRIBUTION FUNCTION AND OF THE CLASSICAL MULTINOMIAL ESTIMATOR [J]. ANNALS OF MATHEMATICAL STATISTICS, 1956, 27 (03): : 642 - 669

[2] PROBABILITY-INEQUALITIES FOR SUMS OF BOUNDED RANDOM-VARIABLES [J]. JOURNAL OF THE AMERICAN STATISTICAL ASSOCIATION, 1963, 58 (301) : 13 - +

[3] Kiefer J., 1961, PAC J MATH, V11, P649, DOI DOI 10.2140/PJM.1961.11.649

[4] Kiefer J., 1958, T AM MATH SOC, V87, P173

[5] Loeve M., 1977, PROBABILITY THEORY

[6] SINGH RL, TO BE PUBLISHED

[1] ASYMPTOTIC MINIMAX CHARACTER OF THE SAMPLE DISTRIBUTION FUNCTION AND OF THE CLASSICAL MULTINOMIAL ESTIMATOR [J]. ANNALS OF MATHEMATICAL STATISTICS, 1956, 27 (03): : 642 - 669

[2] PROBABILITY-INEQUALITIES FOR SUMS OF BOUNDED RANDOM-VARIABLES [J]. JOURNAL OF THE AMERICAN STATISTICAL ASSOCIATION, 1963, 58 (301) : 13 - +

[3] Kiefer J., 1961, PAC J MATH, V11, P649, DOI DOI 10.2140/PJM.1961.11.649

[4] Kiefer J., 1958, T AM MATH SOC, V87, P173

[5] Loeve M., 1977, PROBABILITY THEORY

[6] SINGH RL, TO BE PUBLISHED