Using methods of nonlinear analysis, we have established the connection between first integrals and absolute integral invariants of some evolutionary equations similarly to the case of dynamics of finite dimensional systems. © The Eurasian National University
In this paper the concept of integrating factors for differential equations and the concept of invar...
The thesis deals with so-called evolutionary equations, a class of abstract linear operator equation...
Artículo de publicación ISIBecause scaling symmetries of the Euler–Lagrange equations are generally ...
The first integrals of the equation of motion by using elements of nonlinear functional analysis was...
Recently ([1]) we have obtained a novel derivation of first integrals and inte-grating factors for o...
Integral manifolds of a general model of evolutionary processes with impulse effect / B. Aulbach ; N...
In the present paper, it is demonstrated that nonlinear evolutionary equations can be derived by var...
One of important characteristics in qualitative analysis of the phase space of mechan-ical systems, ...
The paper appplies the Lie symmetry approach to a general 1D dynamical sys-tem described by a second...
In many problems appearing in applied mathematics in the nonlinear ordinary differential systems, as...
Nonlinear evolution equations, i.e., partial differential equations with time t as one of the indepe...
Abstract: In a recent paper the basis of algebraic invariants of the system of two linear second-ord...
In many problems appearing in applied mathematics in the nonlinear ordinary differential systems, as...
With the unifying theme of abstract evolutionary equations, both linear and nonlinear, in a complex ...
Nonlinear Evolution Equation presents state-of-the-art theories and results on nonlinear evolution e...
In this paper the concept of integrating factors for differential equations and the concept of invar...
The thesis deals with so-called evolutionary equations, a class of abstract linear operator equation...
Artículo de publicación ISIBecause scaling symmetries of the Euler–Lagrange equations are generally ...
The first integrals of the equation of motion by using elements of nonlinear functional analysis was...
Recently ([1]) we have obtained a novel derivation of first integrals and inte-grating factors for o...
Integral manifolds of a general model of evolutionary processes with impulse effect / B. Aulbach ; N...
In the present paper, it is demonstrated that nonlinear evolutionary equations can be derived by var...
One of important characteristics in qualitative analysis of the phase space of mechan-ical systems, ...
The paper appplies the Lie symmetry approach to a general 1D dynamical sys-tem described by a second...
In many problems appearing in applied mathematics in the nonlinear ordinary differential systems, as...
Nonlinear evolution equations, i.e., partial differential equations with time t as one of the indepe...
Abstract: In a recent paper the basis of algebraic invariants of the system of two linear second-ord...
In many problems appearing in applied mathematics in the nonlinear ordinary differential systems, as...
With the unifying theme of abstract evolutionary equations, both linear and nonlinear, in a complex ...
Nonlinear Evolution Equation presents state-of-the-art theories and results on nonlinear evolution e...
In this paper the concept of integrating factors for differential equations and the concept of invar...
The thesis deals with so-called evolutionary equations, a class of abstract linear operator equation...
Artículo de publicación ISIBecause scaling symmetries of the Euler–Lagrange equations are generally ...
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