Critical thresholds for eventual extinction in randomly disturbed population growth models
Journal Article
Overview
publication date
- August 1, 2018
has subject area
- Animals
- Computer Simulation
- Ecological and Environmental Phenomena - Ecosystem
- Environment and Public Health - Conservation of Natural Resources
- Environment and Public Health - Ecosystem
- Environment and Public Health - Logistic Models
- Environment and Public Health - Logistic Models
- Environment and Public Health - Logistic Models
- Environment and Public Health - Poisson Distribution
- Environment and Public Health - Stochastic Processes
- Epidemiologic Measurements - Population Growth
- Extinction, Biological
- Health Care Evaluation Mechanisms - Logistic Models
- Health Care Evaluation Mechanisms - Logistic Models
- Health Care Evaluation Mechanisms - Logistic Models
- Health Care Evaluation Mechanisms - Poisson Distribution
- Health Care Evaluation Mechanisms - Stochastic Processes
- Investigative Techniques - Logistic Models
- Investigative Techniques - Logistic Models
- Investigative Techniques - Logistic Models
- Investigative Techniques - Poisson Distribution
- Investigative Techniques - Stochastic Processes
- Mathematical Concepts
- Mathematical Concepts - Poisson Distribution
- Mathematical Concepts - Stochastic Processes
- Models, Biological
- Models, Theoretical - Logistic Models
- Population Characteristics - Population Growth
- Social Sciences - Population Growth
- Technology, Industry, and Agriculture - Conservation of Natural Resources
- Time Factors
has restriction
- closed
Date in CU Experts
- March 2, 2018 12:59 PM
Full Author List
- Peckham SD; Waymire EC; De Leenheer P
author count
- 3
citation count
- 7
published in
- Journal of Mathematical Biology Journal
Other Profiles
International Standard Serial Number (ISSN)
- 0303-6812
Electronic International Standard Serial Number (EISSN)
- 1432-1416
Digital Object Identifier (DOI)
Additional Document Info
start page
- 495
end page
- 525
volume
- 77
issue
- 2