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27篇 您的检索式:期刊名="Ann Probability"
    题名 作者 年代 出处 被引量
1Convergence of sums of mixing triangular arrays of random vectors with stationary rows显示文摘Samour J D 1984Ann Probability1984,12,4:1
2Convergence of sums of mixing triangular arrays of random vectors with stationary rows显示文摘SAMUR J D 1984Ann Probability1984,12,2:1
3Laws of the iterated logarithm for time changedbrownian motion with an application to branching processes显示文摘Huggins R M 1985Ann Probability1985,13,4:1
4Volterra equations driven by semimartingals显示文摘PROTTER P 1985Ann Probability1985,13,:1
5Strong laws of large numbers for r - dimensional arrays of random variables 显示文摘SMYTHE R T 1973Ann Probability1973,1,1:1
6Stxong laws of large numbers for r-dimensional arrays of random variables 显示文摘RTSmythe 1973Ann Probability1973,1,1:1
7On the accuracy of normal approximation for quantiles 显示文摘Reiss R D 1974Ann probability1974,,2:1
8Markov chains in random environments: the case of Markovian environments显示文摘Cogburn R 1980Ann Probability1980,8,5:1
9Convergence of mixing triangular arrays of random vectors with stationary rows显示文摘Samour J D 1984Ann Probability1984,12,:1
10On the central limit theorem for Markov chains in random environments显示文摘Cogburn R 1991Ann Probability1991,19,:1
11Markov chains with stochastically stationary transition probabilities 显示文摘Orey S 1997Ann Probability1997,19,:1
12Chains with stochastically stationary transition probabilities显示文摘Orey. S. Markov 2011Ann Probability2011,,5:1
13Risk minimizing portfolios and HJBI equations for stochastic differential games显示文摘MATARAMVURA S SENDAL B 2008Stochastics Ann Int J Probability and Stochastic Processes2008,4,:1
14Convergence of sums of mixing triangular arrays of random vectors with stationary rows显示文摘Samur J D 1984Ann Probability1984,12,:1
15On the pricing of contingent claims with constrained portfolios显示文摘 Kuo S G 1996Ann Appl Probability1996,6,:1
16Almost sure invariance principles for weakly dependent vectorvalued random variables显示文摘DEHLING H PHILIPP W 1982Ann Probability1982,10,:1
17The maximum on a random time interval of a random walk with long-tailed increments and negative drift 显示文摘Foss S Zachary S 2003Ann Appl Probability2003,13,:1
18The supremum of a negative drift random walk with dependent heavy-tailed steps显示文摘Mikosch T Samorodnitsky G 2000Ann Appl Probability2000,10,:1
19On ladder height distributions of general risk processes 显示文摘Miyazawa M Schmidt V 1993Ann Appl Probability1993,3,:1
20Convergence of sums of mixing triangular arrays of random vectors with stationary rows显示文摘SAMUR J D 1984Ann Probability1984,12,4:1
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