[PDF] Top 20 Sensitivity equations for a size-structured population model
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Sensitivity equations for a size-structured population model
... The method of characteristics is another common technique used in the literature (e.g., see [3, 18, 29, 32]) to establish the existence and uniqueness of solutions to size-structured population ... See full document
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Sensitivity equations for a three-staged population model with age-size-structure
... Sinko-Streifer model [1] appeared in 1967, size-structured population models have been widely ...of sensitivity equations and related analysis for size-structured ... See full document
15
Coagulation, fragmentation and growth processes in a size structured population
... a size-structured population and the interpretation of the coefficients r and β differs from that in the age-structured ...cell population and the function r represents the rate of ... See full document
27
Joint Prediction of the Effective Population Size and the Rate of Fixation of Deleterious Mutations
... predictive Equations 3–5 to illustrate the general conditions for the mutational ...different population sizes and mutation ...a model where there are only deleterious mutations, so they cannot be ... See full document
28
Cell Division And The Pantograph Equation
... for size structured cell populations undergoing growth and division produce a class of functional ordinary differential equations, called pantograph equations, that describe the long time ... See full document
10
Boundary controllability of nonlinear size-structured population dynamics
... a size-structured population dynamical system to model the evolution of the ...the population according to some practical needs, by a suitable choice of boundary ...the ... See full document
12
Uncertainty Quantification in the Estimation of Probability Distributions on Parameters in Size-Structured Population Models
... or population level ...in size-structured population models are presented in order to validate the underlying theory that we discussed guaranteeing convergence of ...of ... See full document
166
A Parameter Identification Technique for Structured Population Equations Modeling Erythropoiesis in Dialysis Patients
... the population density at time t and cell age ...initial population density is denoted by φ(x) and f (t) is the influx of cells from the precedent population class at time ...general ... See full document
5
Size-Structured Population Model for Ocean Acidification Impacts Through Effects on Demographic Processes.
... and size-dependence of a coral system can be captured with a physiologically structured population model ...coral population because colonies have unique demographic rates associated ... See full document
52
Threshold dynamical analysis on a class of age structured tuberculosis model with immigration of population
... The level of infectiousness and the likelihood of progression may depend on the types of infectious diseases and individuals’ status. Thus, the age-structured epidemic models are thought to be more practical to ... See full document
21
Evolution of complex flowering strategies: an age- and size-structured integral projection model
... plant size, reached a maximum, then very slowly declined for large threshold sizes for flowering—in contrast to what we see for ...al.’s model, and allowance must be made for this when testing evolutionary ... See full document
11
Dynamics of a stage structured single population model with state dependent delay
... Compared with the previous state-dependent delay equations (e.g., [5, 26, 28, 30]), model (2.2) is not directly changing the constant delay τ into a state-dependent delay τ (z(t)) but was obtained by ... See full document
15
Semi Non-Standard Trimean Algorithm for Rosenzweig-MacArthur Interaction Model
... the population dynamics. The Rosenzweig-MacArthur model is a system with at least two ordinary differential equations used in population dynamics to model the interaction of predator ... See full document
8
Propagation of uncertainty in dynamical systems
... the population density in a size-structured population, where the en- tire population is partitioned into subpopula- tions with each subpopulation having its own growth rate g(t, x; z ... See full document
6
Numerical analysis of stability for a nonlinear size-structured population model with elastic growth
... nonlinear size-dependent population model, into which an elastic growth is incorporated; that is, a decrease of size is ...of population steady ... See full document
15
Uncertainty propagation and quantification in a continuous time dynamical system
... the population density in a size- structured population, where the total population is partitioned into subpopulations with each subpopulation having its own growth rate g(t, x; ...This ... See full document
45
Effective Size of a Fluctuating Age-Structured Population
... Figure 1.—Distributions of frequency of a neu- tral allele, p, and the natural log of total popula- tion size, ln N, in a density-independent age-struc- tured population, as functions of time. Solid lines ... See full document
14
Effective Population Size and Population Subdivision in Demographically Structured Populations
... of population subdivision of a demographically struc- lescent time for a randomly sampled pair of alleles and tured population by defining a migration matrix that hence to a scaled mutation rate ...what ... See full document
20
Age, stage and senescence in plants
... age9stage-dependent model is con- structed from a single stage-specific projection ...classified model, in which stage- specific rates were estimated at each age, would not be restricted in this ...such ... See full document
11
The threshold of a stochastic SIRS epidemic model in a population with varying size
... 2. Existence and uniqueness of positive solution. To investigate the dynami- cal behaviour of a population model, the first concern is whether the solution of the model is positive and global. As we ... See full document
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