International audienceThe existence and uniqueness of global solutions are proved for kinetic models of coupled population dynamics. Moreover, under consideration, the uniqueness and the stability analysis of this steady-state solution are discussed. This analysis uses, essentially, the dissipativity, a subtangential condition and the positivity of the related C0-semigroup
AbstractThis paper is concerned with a nonlocal evolution equation which is used to model the spatia...
We consider spatial population dynamics given by Markov birth-and-death process with constant mortal...
This paper is as much about a certain modeling methodology, as it is about the constructive definiti...
The existence and uniqueness of global solutions are proved for kinetic models of coupled population...
AbstractThis paper refers to the mathematical analysis of a new class of kinetic type models applica...
this work, we consider a one species population dynamics model with character dependence, spatial st...
AbstractIn this work, we consider a one species population dynamics model with character dependence,...
Kutovyi O, Tkachov P. Microscopic Dynamics and Kinetic Description of Spatial Ecology Models. Interd...
Our systematic formulation of nonlinear population models is based on the notion of the environmenta...
We propose a nonlinear model for migrating populations based on a system of population patches. The ...
AbstractIn this work we examine a Lotka–Volterra model with diffusion describing the dynamics of mul...
We present and analyze kinetic models for the size evolution of a huge number of populations subject...
AbstractWe propose a nonlinear model for migrating populations based on a system of population patch...
AbstractWe apply results on the existence, uniqueness, and stability of solutions obtained previousl...
Finkelshtein D, Kondratiev Y, Kutoviy O. ESTABLISHMENT AND FECUNDITY IN SPATIAL ECOLOGICAL MODELS: S...
AbstractThis paper is concerned with a nonlocal evolution equation which is used to model the spatia...
We consider spatial population dynamics given by Markov birth-and-death process with constant mortal...
This paper is as much about a certain modeling methodology, as it is about the constructive definiti...
The existence and uniqueness of global solutions are proved for kinetic models of coupled population...
AbstractThis paper refers to the mathematical analysis of a new class of kinetic type models applica...
this work, we consider a one species population dynamics model with character dependence, spatial st...
AbstractIn this work, we consider a one species population dynamics model with character dependence,...
Kutovyi O, Tkachov P. Microscopic Dynamics and Kinetic Description of Spatial Ecology Models. Interd...
Our systematic formulation of nonlinear population models is based on the notion of the environmenta...
We propose a nonlinear model for migrating populations based on a system of population patches. The ...
AbstractIn this work we examine a Lotka–Volterra model with diffusion describing the dynamics of mul...
We present and analyze kinetic models for the size evolution of a huge number of populations subject...
AbstractWe propose a nonlinear model for migrating populations based on a system of population patch...
AbstractWe apply results on the existence, uniqueness, and stability of solutions obtained previousl...
Finkelshtein D, Kondratiev Y, Kutoviy O. ESTABLISHMENT AND FECUNDITY IN SPATIAL ECOLOGICAL MODELS: S...
AbstractThis paper is concerned with a nonlocal evolution equation which is used to model the spatia...
We consider spatial population dynamics given by Markov birth-and-death process with constant mortal...
This paper is as much about a certain modeling methodology, as it is about the constructive definiti...