On factorization components of the sojourn times for semicontinuous random walks in a strip

V. S. Lugavov

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On factorization components of the sojourn times for semicontinuous random walks in a strip

机译：条带中半连续随机游走的停留时间的分解因子

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摘要

We find an explicit form of the factorization components of the sojourn time for an upper semicontinuous random walk in a strip.

机译：我们发现带状区域中上半连续随机游走的停留时间分解因子的显式形式。

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来源
《Siberian Mathematical Journal》 |2003年第4期|共9页
作者
V. S. Lugavov;
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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
semicontinuous random walk; matrix factorization;

机译：半连续随机游动;矩阵分解;

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专利

1. On factorization components of the sojourn times for semicontinuous random walks in a strip [J] . V. S. Lugavov Siberian Mathematical Journal . 2003,第4期

机译：条带中半连续随机游走的停留时间的分解因子
2. On the sojourn time of a random walk in a strip [J] . Lotov VI Siberian Mathematical Journal . 2010,第4期

机译：在带区中随机漫步的停留时间
3. THE ASYMPTOTIC BEHAVIOR OF THE MEAN SOJOURN TIME FOR A RANDOM WALK ABOVE A RECEDING CURVILINEAR BOUNDARY [J] . I. S. Borisov, E. I. Shefer Journal of Mathematical Sciences . 2019,第4期

机译：到达曲线边界上方的随机漫步的平均逗留时间的渐近行为
4. From Continuous-Time Random Walks to Continuous-Time Quantum Walks: Disordered Networks [C] . Oliver Muelken, Alexander Blumen NATO advanced research workshop on new challenges in complex systems: Disaster forecasting, crisis modeling and sustainable development . 2014

机译：从连续时间随机散步到连续时间量子播放：无序网络
5. Fluctuation questions for space-time random walks in random environment. [D] . Joseph, Mathew. 2009

机译：随机环境中时空随机游动的波动问题。
6. Clustered multistate models with observation level random effects mover–stayer effects and dynamic covariates: modelling transition intensities and sojourn times in a study of psoriatic arthritis [O] . Sean Yiu, Vernon T. Farewell, Brian D. M. Tom -1

机译：具有观察水平随机效应推动者-滞留效应和动态协变量的聚类多状态模型：在银屑病关节炎研究中模拟转变强度和停留时间
7. On asymptotics of distribution of the sojourn time on a half-axis of a random walk with heavy tails [O] . A. S. Tarasenko 2018

机译：用沉重的尾部随机散步半轴分布渐近学

On factorization components of the sojourn times for semicontinuous random walks in a strip

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