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Infinite Allele Model with Fluctuating Population Size and the Effective Size of Population (Mathematical Models and Stochastic Processes Arising in Natural Phenomena and Their Applications)

机译：具有波动的种群大小和有效种群大小的无限等位基因模型（自然现象中产生的数学模型和随机过程及其应用）

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作者
Iizuka Masaru;
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年度 2001
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原文格式 PDF
正文语种 en
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1. A Neutral Model With Fluctuating Population Size and Its Effective Size [J] . Hidenori Tachida, Hirotsugu Matsuda, Masaru Iizuka Genetics: A Periodical Record of Investigations Bearing on Heredity and Variation . 2002,第1期

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2. Assessment of recent bottlenecks and estimation of effective population size in the Ethiopian wild sorghum using simple sequence repeat allele diversity and mutation models [J] . Adugna Asfaw, Bekele Endashaw Plant Genetic Resources Characterization and Utilization . 2015,第3期

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3. The bisexual branching process with population-size dependent mating as a mathematical model to describe phenomena concerning to inhabit or re-inhabit environments with animal species [J] . Mota M, del Puerto I, Ramos A Mathematical Biosciences: An International Journal . 2007,第1期

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4. Stochastic Models for the Eradication of Poliomyelitis: Minimum Population Size for Polio Virus Persistence [C] . M. Eichner, K.P. Hadeler, K. Dietz Infectious Human Diseases Workshop . 1996

机译：消除脊髓灰质炎的随机模型：脊髓灰质炎病毒持久性最低人口大小
5. Disease transmission models with varying population sizes. [D] . Zhou, Jinshi. 1995

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6. A neutral model with fluctuating population size and its effective size. [O] . Masaru Iizuka, Hidenori Tachida, Hirotsugu Matsuda 2002

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7. TWO TOPICS ON FLEMING-VIOT PROCESSES (Mathematical Models and Stochastic Processes Arising in Natural Phenomena and Their Applications) [O] . Hiraba Seiji 2001

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Infinite Allele Model with Fluctuating Population Size and the Effective Size of Population (Mathematical Models and Stochastic Processes Arising in Natural Phenomena and Their Applications)

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