Analysis of Random Walks Using Orthogonal Polynomials

机译：用正交多项式分析随机游动

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The authors discuss some aspects of discrete-time birth-death processes or random walks, highlighting the role played by orthogonal polynomials.

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van Doorn, E. A.; Schrijner, P.;
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年度 1998
页码 1-18
总页数 18
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Random walks; Foreign technology; Orghogonal polynomials; Birth-death process; First passage time; Quasi-stationary distribution;

机译：随机游走;国外技术;正交多项式;生死过程;第一次通过时间;准静态分布;

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专利

1. Analysis of random walks using orthogonal polynomials [J] . Pauline Coolen-Schrijner, Erik A. van Doorn Journal of Computational and Applied Mathematics . 1998,第1a2期

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2. A generalization of Schur functions: Applications to Nevanlinna functions, orthogonal polynomials, random walks and unitary and open quantum walks [J] . Grunbaum F. A., Velazquez L. Advances in Mathematics . 2018,第期

机译：Schur函数的概念：对Nevanlinna功能，正交多项式，随机散步和酉和开放量子播放的应用
3. On sieved orthogonal polynomials. II. Random walk polynomials [J] . Jairo Charris, Mourad E. H. Ismail Canadian Journal of Mathematics . 1986,第1986期

机译：在筛分的正交多项式上。二。随机游走多项式
4. STATIC RELIAILITYB ANALYSIS OF STRUCTURES WITH RANDOM PARAMETERS BASED ON NON-ORTHOGONAL POLYNOMIAL EXPANSION [C] . Bin Huang, Weidong Zhang, Roohollah Fallahi Seresh International Symposium on Structural Engineering . 2012

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5. Random walks and random polynomials. [D] . Fu, Guangyu. 2006

机译：随机游动和随机多项式。
6. Boundary characteristic orthogonal polynomials method in the vibration analysis of multi-span plates acting upon a moving mass [O] . Hooman Kashani Rad, Mansour Ghalehnovi, Hashem Shariatmadar 2019

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7. ANALYSIS OF RANDOM WALKS USING ORTHOGONAL POLYNOMIALS [O] . Erik A. Van Doorn, Pauline Schrijner 2010

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8. Random Walk Polynomials and Random Walk Measures [R] . van Doorn, E. A., Schrijner, P. 1991

机译：随机游走多项式和随机游走措施

Analysis of Random Walks Using Orthogonal Polynomials

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