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期刊名：Stochastic models

缩写：STOCH MODELS

ISSN：1532-6349

e-ISSN：1532-4214

IF/分区：0.5/Q4

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共收录本刊相关文章索引126条
Clinical Trial Case Reports Meta-Analysis RCT Review Systematic Review
Classical Article Case Reports Clinical Study Clinical Trial Clinical Trial Protocol Comment Comparative Study Editorial Guideline Letter Meta-Analysis Multicenter Study Observational Study Randomized Controlled Trial Review Systematic Review
A Functional Approach for Ruin Probabilities [0.03%] 破产概率的泛函方法
Politis, Konstadinos Politis
Stochastic Models. 2006;22(3):509-536. DOI:10.1080/15326340600820539 2006
Time-Dependent Behaviour of an Alternating Service Queue [0.03%] 交替服务队列的时间依赖行为
Vlasiou, Maria; Zwart, Bert Vlasiou
Stochastic Models. 2007;23(2):235-263. DOI:10.1080/15326340701300787 2007
Matrix‐Exponential Distributions: Calculus and Interpretations via Flows [0.03%] 矩阵指数分布：微积分和流解释
Bladt, Mogens; Neuts, Marcel F. Bladt
Stochastic Models. 2003;19(1):113-124. DOI:10.1081/stm-120018141 2003
Polynomial Factorization for Servers with Semi-Markovian Workload: Performance and Numerical Aspects of a Verified Solution Technique [0.03%]
Traczinski, Daniela; Luther, Wolfram; Haßlinger et al. Traczinski et al.
Stochastic Models. 2005;21(2-3):643-668. DOI:10.1081/STM-200057136 2005
A Note on Unicyclic Representations of Phase Type Distributions [0.03%]
He, Qi-Ming; Zhang, Hanqin He
Stochastic Models. 2005;21(2-3):465-483. DOI:10.1081/STM-200057131 2005
Stochastic Bounds for Two-Layer Loss Systems [0.03%]
Jonckheere, M.; Leskelä, L. Jonckheere
Stochastic Models. 2008;24(4):583-603. DOI:10.1080/15326340802427471 2008
NORTON'S THEOREM FOR BATCH ROUTING QUEUEING NETWORKS [0.03%]
Bause, Falko; Boucherie, Richard J.; Buchholz et al. Bause et al.
Stochastic Models. 2001;17(1):39-60. DOI:10.1081/STM-100001399 2001
Generalization of discrete-time geometric bounds to convergence rate of Markov processes on R n [0.03%]
Yuen, Wai Kong Yuen
Stochastic Models. 2002;18(2):301-331. DOI:10.1081/STM-120004469 2002
Measures of Dependence for Stable AR(1) Models with Time-Varying Coefficients [0.03%]
Nowicka-Zagrajek, J.; Wyłomańska, A. Nowicka-Zagrajek
Stochastic Models. 2008;24(1):58-70. DOI:10.1080/15326340701826906 2008
An elementary approach to naturality, predictability, and the fundamental theorem of local martingales [0.03%]
O'Cinneide, Colm; Protter, Philip O'Cinneide
Stochastic Models. 2001;17(4):449-458. DOI:10.1081/STM-120001218 2001