BIOMAT Database Logo BIOMAT Database Logo

Stochastic growth models with logistic mean population. 1980

K Tognetti, and G Winley

UI MeSH Term Description Entries
D008954 Models, Biological Theoretical representations that simulate the behavior or activity of biological processes or diseases. For disease models in living animals, DISEASE MODELS, ANIMAL is available. Biological models include the use of mathematical equations, computers, and other electronic equipment. Biological Model,Biological Models,Model, Biological,Models, Biologic,Biologic Model,Biologic Models,Model, Biologic
D009026 Mortality All deaths reported in a given population. CFR Case Fatality Rate,Crude Death Rate,Crude Mortality Rate,Death Rate,Age Specific Death Rate,Age-Specific Death Rate,Case Fatality Rate,Decline, Mortality,Determinants, Mortality,Differential Mortality,Excess Mortality,Mortality Decline,Mortality Determinants,Mortality Rate,Mortality, Differential,Mortality, Excess,Age-Specific Death Rates,Case Fatality Rates,Crude Death Rates,Crude Mortality Rates,Death Rate, Age-Specific,Death Rate, Crude,Death Rates,Determinant, Mortality,Differential Mortalities,Excess Mortalities,Mortalities,Mortality Declines,Mortality Determinant,Mortality Rate, Crude,Mortality Rates,Rate, Age-Specific Death,Rate, Case Fatality,Rate, Crude Death,Rate, Crude Mortality,Rate, Death,Rate, Mortality,Rates, Case Fatality
D011158 Population Growth Increase, over a specific period of time, in the number of individuals living in a country or region. Population Explosion,Baby Boom,Baby Bust,High Fertility Population,Natural Increase,Past Trends,Population Growth and Natural Resources,Population Size and Growth,Zero Population Growth,Baby Booms,Baby Busts,Explosion, Population,Explosions, Population,Growth, Population,High Fertility Populations,Increase, Natural,Increases, Natural,Natural Increases,Past Trend,Population Explosions,Population, High Fertility,Populations, High Fertility,Trend, Past,Trends, Past
D001723 Birth Rate The number of births in a given population per year or other unit of time. Natality,Age-Specific Birth Rate,Age-Specific Fertility Rate,Fertility Rate,Age Specific Birth Rate,Age Specific Fertility Rate,Age-Specific Birth Rates,Age-Specific Fertility Rates,Birth Rate, Age-Specific,Birth Rates,Fertility Rate, Age-Specific,Fertility Rates,Natalities,Rate, Age-Specific Fertility,Rate, Birth,Rate, Fertility
D013269 Stochastic Processes Processes that incorporate some element of randomness, used particularly to refer to a time series of random variables. Process, Stochastic,Stochastic Process,Processes, Stochastic

Related Publications

K Tognetti, and G Winley
On stochastic logistic population growth models with immigration and multiple births.
February 2004, Theoretical population biology,
K Tognetti, and G Winley
Stochastic dynamics and logistic population growth.
June 2015, Physical review. E, Statistical, nonlinear, and soft matter physics,
K Tognetti, and G Winley
Fast Bayesian parameter estimation for stochastic logistic growth models.
August 2014, Bio Systems,
K Tognetti, and G Winley
Pearl-Reed type stochastic models for population growth.
June 1974, Theoretical population biology,
K Tognetti, and G Winley
Stochastic population models with interacting species.
January 2001, Journal of mathematical biology,
K Tognetti, and G Winley
Analysis of logistic growth models.
January 2002, Mathematical biosciences,
K Tognetti, and G Winley
Prediction of mean arterial blood pressure with linear stochastic models.
January 2011, Annual International Conference of the IEEE Engineering in Medicine and Biology Society. IEEE Engineering in Medicine and Biology Society. Annual International Conference,
K Tognetti, and G Winley
The dynamics of discrete-time stochastic models of population growth.
October 1980, Journal of theoretical biology,
K Tognetti, and G Winley
Persistence of variances for stochastic, discrete-time, population growth models.
December 1972, Theoretical population biology,
K Tognetti, and G Winley
Stochastic logistic models reproduce experimental time series of microbial communities.
July 2020, eLife,
Copied contents to your clipboard!