Add to ORKGAbstract: The mathematical modeling method is applied to the nonstationar civilization evolution problem. The principal approach to this problem is formulated in terms of population ages distribution function. The quasilinear integral equation for assimilation processes is introduced. The kinetic equation for the Russian demography situation with migration have been numerically solved up to 2020 year. The long-time prognosis have been also considered for the model of quasilinear population.Note: Research direction:Mathematical modelling in actual problems of science and technic
One of the fundamental problems of contemporary history is to understand the processes governing the...
Abstract: For most of history of mankind, its population grew with blow-up. However, the g...
AbstractThis paper refers to the mathematical analysis of a new class of kinetic type models applica...
Abstract: The mathematical modeling method is applied to the civilization evolution proble...
Abstract: The model of population evolution is constructed for the case of two main ethnic...
An original mathematical model, previously tested by the authors on other non-demographic objects, i...
Abstract: The world population growth is considered. Based on the concept of life-saving t...
Abstract: The mathematical modeling method is applied to the civilization evolution proble...
Abstract: The paper concerns a mathematical model of human society development involving l...
Abstract: The work is devoted to the development of methods of a theoretical demography be...
I present a computational approach to calculate the population growth rate, its sensitivity to life-...
This thesis is concerned with population models by using integral equations. These equations are for...
The aim of this work is to present and analyse various dynamical models of the human population, inc...
AbstractThe Lotka–McKendrick's model is a well-known model which describes the evolution in time of ...
Abstract— Civilization of people is presented as a thermodynamic nonequilibrium system with all type...
One of the fundamental problems of contemporary history is to understand the processes governing the...
Abstract: For most of history of mankind, its population grew with blow-up. However, the g...
AbstractThis paper refers to the mathematical analysis of a new class of kinetic type models applica...
Abstract: The mathematical modeling method is applied to the civilization evolution proble...
Abstract: The model of population evolution is constructed for the case of two main ethnic...
An original mathematical model, previously tested by the authors on other non-demographic objects, i...
Abstract: The world population growth is considered. Based on the concept of life-saving t...
Abstract: The mathematical modeling method is applied to the civilization evolution proble...
Abstract: The paper concerns a mathematical model of human society development involving l...
Abstract: The work is devoted to the development of methods of a theoretical demography be...
I present a computational approach to calculate the population growth rate, its sensitivity to life-...
This thesis is concerned with population models by using integral equations. These equations are for...
The aim of this work is to present and analyse various dynamical models of the human population, inc...
AbstractThe Lotka–McKendrick's model is a well-known model which describes the evolution in time of ...
Abstract— Civilization of people is presented as a thermodynamic nonequilibrium system with all type...
One of the fundamental problems of contemporary history is to understand the processes governing the...
Abstract: For most of history of mankind, its population grew with blow-up. However, the g...
AbstractThis paper refers to the mathematical analysis of a new class of kinetic type models applica...