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Asymptotic Analysis of Multihypothesis Sequential Probability Ratio Tests (MSPRT’s)

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Venugopal V. Veeravallil; Alexande G. Tartakovsky; Vladimir P. Dragalin;
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年度 2013
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1. Multihypothesis sequential probability ratio tests. II. Accurate asymptotic expansions for the expected sample size [J] . Dragalin V.P., Tartakovsky A.G. IEEE Transactions on Information Theory . 2000,第4期

机译：多假设顺序概率比检验。二。预期样本量的精确渐近展开
2. Multihypothesis sequential probability ratio tests .I. Asymptotic optimality [J] . Draglia V.P., Tartakovsky A.G. IEEE Transactions on Information Theory . 1999,第7期

机译：多假设顺序概率比检验渐近最优
3. Asymptotic error probability expressions for multihypothesis testing using multisensor data [J] . Kazakos D. IEEE Transactions on Systems, Man, and Cybernetics . 1991,第5期

机译：使用多传感器数据进行多假设检验的渐近误差概率表达式
4. Asymptotic analysis of multihypothesis sequential probability ratiotests (MSPRT's) [C] . Veeravalli V.V., Tartakovsky A.G., Dragalim V.P. Information Theory, 1998. Proceedings. 1998 IEEE International Symposium on . -1

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5. Sequential probability ratio tests for generalized linear mixed models. [D] . Li, Judy Xiang. 2010

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7. 1Asymptotic Optimality Theory For Decentralized Sequential Multihypothesis Testing Problems [O] . Yan Wang, Yajun Mei 2016

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8. Wald Sequential Probability Ratio Test for Analysis of Orbital Conjunction Data. [R] . Carpenter, J. R., Markley, F. L., Gold, D. 2013

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Asymptotic Analysis of Multihypothesis Sequential Probability Ratio Tests (MSPRT’s)

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