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The Formal Theory of Birth-and-Death Processes, Lattice Path Combinatorics, and Continued Fractions

机译：生死过程的形式理论，格子路径组合和连续分数

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Philippe Flajolet; Fabrice Guillemin;
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年度 1999
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1. The formal theory of birth-and-death processes, lattice path combinatorics and continued fractions [J] . Flajolet P., Guillemin F. Advances in applied probability . 2000,第3期

机译：生死过程的形式理论，晶格路径组合和连续分数
2. Continued fraction for formal laurent series and the lattice structure of sequences [J] . Meidl W Applicable algebra in engineering, communication and computing . 2006,第1期

机译：正式的劳伦特级数的连续分数和序列的晶格结构
3. First-passage-time densities and avoiding probabilities for birth-and-death processes with symmetric sample paths [J] . Antonio Di Crescenzo Journal of Applied Probability . 1998,第2期

机译：具有对称采样路径的初次通过密度和避免生死过程的概率
4. Characterization of Multi-Continued Fractions for Multi-Formal Laurent Series [C] . Zongduo Dai, Kunpeng Wang, Dingfeng Ye International Conference on Algebra and Related Areas . 2009

机译：多正式Laurent系列多持续分数的特征
5. Floquet theory and continued fractions for harmonically driven systems. [D] . Martinez Mantilla, Dario Fernando. 2003

机译：谐波驱动系统的浮球理论和连续分数。
6. Rule Acquisition in Formal Decision Contexts Based on Formal Object-Oriented and Property-Oriented Concept Lattices [O] . Yue Ren, Jinhai Li, Cherukuri Aswani Kumar, -1

机译：基于形式面向对象和面向属性的概念格的形式决策上下文中的规则获取
7. Continued fraction for formal laurent series and the lattice structure of sequences [O] . Meidl Wilfried 2006

机译：正式劳伦特级数的连续分数和序列的晶格结构
8. Continued Fraction Perturbation Theory: Applications to Radiative Processes in the Dipole Approximation. [R] . Swain, S. 1974

机译：连续分数扰动理论：偶极近似中辐射过程的应用。

The Formal Theory of Birth-and-Death Processes, Lattice Path Combinatorics, and Continued Fractions

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