AbstractSymmetries of differential equations play very important role in understanding of their properties. In principle, the only systematic general method for finding solutions of differential equations is based on the theory of Lie group symmetries of differential equations. Despite of this fact, the underlying theory is relatively unknown in community of engineers. The paper describes some important questions concerning Lie groups in the context of differential equations that describe beams and plates on elastic foundations
Intended for researchers, numerical analysts, and graduate students in various fields of applied mat...
We discuss the Lie symmetry approach to homogeneous, linear, ordinary differential equations in an a...
We establish a link between the study of completely integrable systems of partial differential equat...
AbstractSymmetries of differential equations play very important role in understanding of their prop...
Abstract: The formal models of physical systems are typically written in terms of differential equat...
The formal models of physical systems are typically written in terms of differential equations. A tr...
The formal models of physical systems are typically written in terms of differential equations. A tr...
Lie symmetry analysis of differential equations provides a powerful and fundamental framework to the...
We discuss the Lie symmetry approach to homogeneous, linear, ordinary differential equations in an a...
This project is about dynamical systems with symmetries. A dynamical system defines a vector field o...
Functional materials are becoming an increasingly important part of our daily life, e.g. they used f...
In order to apply Lie's symmetry theory for solving a differential equation it must be possible to i...
This article reviews the use of differential forms and Lie derivatives to find symmetries of differe...
The formal model of physical systems is typically made in terms of differential equations. Conservat...
We establish a link between the study of completely integrable systems of partial differential equat...
Intended for researchers, numerical analysts, and graduate students in various fields of applied mat...
We discuss the Lie symmetry approach to homogeneous, linear, ordinary differential equations in an a...
We establish a link between the study of completely integrable systems of partial differential equat...
AbstractSymmetries of differential equations play very important role in understanding of their prop...
Abstract: The formal models of physical systems are typically written in terms of differential equat...
The formal models of physical systems are typically written in terms of differential equations. A tr...
The formal models of physical systems are typically written in terms of differential equations. A tr...
Lie symmetry analysis of differential equations provides a powerful and fundamental framework to the...
We discuss the Lie symmetry approach to homogeneous, linear, ordinary differential equations in an a...
This project is about dynamical systems with symmetries. A dynamical system defines a vector field o...
Functional materials are becoming an increasingly important part of our daily life, e.g. they used f...
In order to apply Lie's symmetry theory for solving a differential equation it must be possible to i...
This article reviews the use of differential forms and Lie derivatives to find symmetries of differe...
The formal model of physical systems is typically made in terms of differential equations. Conservat...
We establish a link between the study of completely integrable systems of partial differential equat...
Intended for researchers, numerical analysts, and graduate students in various fields of applied mat...
We discuss the Lie symmetry approach to homogeneous, linear, ordinary differential equations in an a...
We establish a link between the study of completely integrable systems of partial differential equat...