We calculate in detail the conditions which allow the most general third-order ordinary differential equation to be linearised in X (T)=0 under the transformation X(T)=F(x,t), dT=G(x,t)dt.Validerad; 2003; 20061005 (evan
Sundman symmetries arise from more general transformations than do point or contact symmetries. This...
In the framework of projective-geometric theory of systems of differential equations developed by th...
AbstractThere are seven equivalence classes of second-order ordinary differential equations possessi...
We calculate in detail the conditions which allow the most general third-order ordinary differential...
We calculate in detail the conditions which allow the most general third order ordinary differential...
We discuss the linearization problem of third-order ordinary differential equation under the general...
The linearization problem for scalar third-order ordinary differential equations via point transform...
AbstractWe present here the solution of the problem on linearization of third-order ordinary differe...
We present here, in compact form, the necessary and sufficient conditions for linearization of third...
We study the linearization of a class of Li´enard type nonlinear second-order ordinary differential ...
The subject of this article are third-order differential equations that may be linearized by a varia...
In this article, the linearization problem of fifth-order ordinary differential equation is presente...
Transformations of differential equations to other equivalent equations play a central role in many ...
We study the linearization of nonlinear second-order ordinary differential equations from the point ...
Abstract. The linearization problem for nonlinear second-order ODEs to the Laguerre form by means of...
Sundman symmetries arise from more general transformations than do point or contact symmetries. This...
In the framework of projective-geometric theory of systems of differential equations developed by th...
AbstractThere are seven equivalence classes of second-order ordinary differential equations possessi...
We calculate in detail the conditions which allow the most general third-order ordinary differential...
We calculate in detail the conditions which allow the most general third order ordinary differential...
We discuss the linearization problem of third-order ordinary differential equation under the general...
The linearization problem for scalar third-order ordinary differential equations via point transform...
AbstractWe present here the solution of the problem on linearization of third-order ordinary differe...
We present here, in compact form, the necessary and sufficient conditions for linearization of third...
We study the linearization of a class of Li´enard type nonlinear second-order ordinary differential ...
The subject of this article are third-order differential equations that may be linearized by a varia...
In this article, the linearization problem of fifth-order ordinary differential equation is presente...
Transformations of differential equations to other equivalent equations play a central role in many ...
We study the linearization of nonlinear second-order ordinary differential equations from the point ...
Abstract. The linearization problem for nonlinear second-order ODEs to the Laguerre form by means of...
Sundman symmetries arise from more general transformations than do point or contact symmetries. This...
In the framework of projective-geometric theory of systems of differential equations developed by th...
AbstractThere are seven equivalence classes of second-order ordinary differential equations possessi...
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