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85篇 您的检索式:作者名="Albreche H"
    题名 作者 年代 出处 被引量
1On the distribution of dividend payments in a Sparre Andersen model with generalized Erlang(n) interclaim times显示文摘Albrecher H Claramunt M M Marmol M 2005Insurance : Mathematics and Economics2005,37,:1
2Simulation methods in ruin models with non-linear dividend barriers 显示文摘ALBRECHER H KAINHOFER R TICHY R F 2003Math Comput Simul2003,62,36:1
3Optimal dividend strategies for a risk process under force of interest 显示文摘Albrecher H Thonhauser S 2008Insurance: Mathemat- ics and Economics2008,43,1:1
4On the dual risk model with taxation 显示文摘Albrecher H Badescu A Landriault D 2008Insurance: Math- ematics and Economics2008,42,:1
5Dividend maximization under consideration of the time value of ruin显示文摘Thonhauser S Albrecher H 2007Insurance: Mathematical and Economics2007,41,:1
6The tax identity in risk theory-a simple proof and an extension 显示文摘Albrecher H Borst S Boxma O Resing J 2009Insurance: Mathematics and Economics2009,44,:1
7Lundberg's risk process with tax 显示文摘Albrecher H Hipp C 2007BlOtter der Dgvfm2007,28,1:1
8Risk theory with a nonlinear dividend barrier显示文摘Albrecher H Kainhofer R 2002Computing2002,68,:1
9A Levy insurance risk process with tax 显示文摘Albrecher H Renaud J Zhou X 2008Journal of Applied Probability2008,45,:1
10Dividend maximization under consideration of the time value of ruin显示文摘Thonhauser S Albrecher H 2007Insurance: Mathematics and Economics2007,41,1:1
11Optimal dividend-payout in random discrete time显示文摘Albrecher H Bauerle N Thonhauser S 2011Stat Risk Model2011,28,3:1
12On Asian option pricing for NIG Lévy processes显示文摘Albrecher H Predota M 2004Journal of Computational Applied Mathematics2004,172,1:1
13On the distribution of dividend payments and the discounted penalty function in risk model with linear dividend barrier显示文摘Albrecher H Hartinger J Tichy R F 2005Scandinavian Actuarial Journal2005,2,:1
14A ruin model with dependence between claim sizes and claim intervals 显示文摘Albrecher H Boxma O J 2004Insurance Mathematics and Economics2004,35,:1
15Randomized observation periods for the compound Poisson risk model dividends显示文摘Albrecher H Cheung 2006Astin Bu112006,41,2:1
16Exponential behavior in the presence of dependence in risk theory显示文摘Albrecher H Teugels J L 2006Journal of Applied Probability2006,43,:1
17On the distribution of dividend payments and the discounted penalty function in a risk model with liner dividend barrier显示文摘ALBRECHER H HARTINGER J TICHY R 2005Scandinavian Actuarial Journal2005,2,:1
18Randomized observation periods for the compound Poisson risk model : The discounted penalty function显示文摘Albrecher H Cheung E C K Thonhauser S 2011Scandinavian Acturial Journal2011,11,:1
19On ruin probability and aggregate claim representations for Pareto claim size distributions显示文摘Albrecher H Kortschak D 2009Insurance: Mathematics and Economics2009,45,3:1
20Risk theory with a nonlinear dividend barrier显示文摘Albrecher H Kainhofer R 2002Computing2002,68,4:1
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