When describing many real physical processes, nonlinear differential equations with partial derivatives are formed. The study of the general properties of nonlinear equations and methods for their solution is an important direction in the field of computing technologies. Although there are interesting studies and many effective methods for solving and investigating such equations, this area of applied mathematics does not have a sufficient theoretical basis, as in the theory of linear equations."Science and innovation" international scientific journal. ISSN: 2181-333
Relevance of the research work. In addition to the construction of stable differential circuits with...
Consider a cooling process described by a nonlinear heat equation. We are interested to recover the ...
AbstractThis paper presents an efficient technique of linearization of the nonlinear convective term...
The book is devoted to the description and application of methods of generalized and functional sepa...
Some exact solutions to a nonlinear heat equation are constructed. An initial-boundary value problem...
The study of linear ordinary differential equations (ODEs) is an important component of the undergra...
In this paper, we have first given a numerical procedure for the solution of second order non-linear...
The significance of nonlinear temperaturedependent density relation and convective boundary conditio...
Abstract: A software for solving nonlinear equations by parameter continuation method has ...
This work addresses a number of fundamental problems relevant to the solution of equation systems en...
Differential equations, especially nonlinear, present the most effective way for describing complex ...
The paper discusses the properties of the nonlinear thermodiffusion equation corresponding to the he...
The paper shows that, in looking for exact solutions to nonlinear PDEs, the direct method of functio...
It is common to have nonlinear systems of equations to be solved in numerical application. However, ...
Investigation of the onset of thermosolutal convection with chemical reaction is carried out for dif...
Relevance of the research work. In addition to the construction of stable differential circuits with...
Consider a cooling process described by a nonlinear heat equation. We are interested to recover the ...
AbstractThis paper presents an efficient technique of linearization of the nonlinear convective term...
The book is devoted to the description and application of methods of generalized and functional sepa...
Some exact solutions to a nonlinear heat equation are constructed. An initial-boundary value problem...
The study of linear ordinary differential equations (ODEs) is an important component of the undergra...
In this paper, we have first given a numerical procedure for the solution of second order non-linear...
The significance of nonlinear temperaturedependent density relation and convective boundary conditio...
Abstract: A software for solving nonlinear equations by parameter continuation method has ...
This work addresses a number of fundamental problems relevant to the solution of equation systems en...
Differential equations, especially nonlinear, present the most effective way for describing complex ...
The paper discusses the properties of the nonlinear thermodiffusion equation corresponding to the he...
The paper shows that, in looking for exact solutions to nonlinear PDEs, the direct method of functio...
It is common to have nonlinear systems of equations to be solved in numerical application. However, ...
Investigation of the onset of thermosolutal convection with chemical reaction is carried out for dif...
Relevance of the research work. In addition to the construction of stable differential circuits with...
Consider a cooling process described by a nonlinear heat equation. We are interested to recover the ...
AbstractThis paper presents an efficient technique of linearization of the nonlinear convective term...