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Mathematical Ecology
Stochastic Population Theory: Birth and Death Processes
other
Author(s):
Luigi M. Ricciardi
Publication date
(Print):
1986
Publisher:
Springer Berlin Heidelberg
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Numerical Algebra, Matrix Theory, Differential-Algebraic Equations, and Control Theory
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On the Generalized "Birth-and-Death" Process
David Kendall
(1948)
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�ber die analytischen Methoden in der Wahrscheinlichkeitsrechnung
A. Kolmogoroff
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The differential equations of birth-and-death processes, and the Stieltjes moment problem
S Karlin
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J. L. McGregor
(1957)
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Book Chapter
Publication date (Print):
1986
Pages
: 155-190
DOI:
10.1007/978-3-642-69888-0_8
SO-VID:
c93a4596-1283-4625-8860-3457141bb6cf
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Book chapters
pp. 3
Ecology: An Idiosyncratic Overview
pp. 19
Biophysical Ecology: An Introduction to Organism Response to Environment
pp. 37
An Overview of Foraging Theory
pp. 61
Population Dynamics in a Homogeneous Environment
pp. 95
The Formulation of Age-Structure Models
pp. 117
Analysis of Age-Structure Models
pp. 149
Random Walk Models of Movement and Their Implications
pp. 155
Stochastic Population Theory: Birth and Death Processes
pp. 191
Stochastic Population Theory: Diffusion Processes
pp. 241
Community Dynamics in a Homogeneous Environment
pp. 287
Interacting Age Structured Populations
pp. 295
Population Models and Community Structure in Heterogeneous Environments
pp. 321
Stochastic Community Theory: A Partially Guided Tour
pp. 341
A Theoretical Basis for Modeling Element Cycling
pp. 381
Bioeconomics and the Management of Renewable Resources
pp. 405
Population Biology of Microparasitic Infections
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