We use an intertwining property of linear differential operators to construct the general solution of a type of coupled Ermakov-Pinney system with two distinct frequency terms
The class of nonlinear ordinary differential equations $y^\prime\primey = F(z,y^2)$, where F is a sm...
AbstractWe consider a system of autonomous ordinary differential equations depending on a small para...
Here, a proto-type Ermakov–Painlevé I equation is introduced and a homogeneous Dirichlet-type bounda...
After establishing a relation between the Hill’s equations and the Emarkov-Pinney equa-tions, we are...
AbstractWe show that the coupled Pinney equations with periodic coefficient constitute a class of no...
We study the integrability properties of the hierarchy of a class of nonlinear ordinary differential...
Novel hybrid Ermakov–Painlevé IV systems are introduced and an associated Ermakov invariant is used ...
Novel hybrid Ermakov–Painlevé IV systems are introduced and an associated Ermakov invariant is used ...
We introduce a special type of dissipative Ermakov–Pinney equations of the form vζζ+g(v)vζ+h(v)=0, w...
We introduce a special type of dissipative Ermakov–Pinney equations of the form v_ζζ+g(v)v_ζ+h(v)=0,...
We introduce a special type of dissipative Ermakov–Pinney equations of the form vζζ+g(v)vζ+h(v)=0, w...
Novel hybrid Ermakov–Painlevé IV systems are introduced and an associated Ermakov invariant is used ...
We introduce a special type of dissipative Ermakov–Pinney equations of the form v_ζζ+g(v)v_ζ+h(v)=0,...
A Neumann-type boundary value problem is investigated for a hybrid Ermakov–Painlevé equation. Existe...
By introducing an elliptic vortex ansatz, the 2+1-dimensional two-layer fluid system is reduced to a...
The class of nonlinear ordinary differential equations $y^\prime\primey = F(z,y^2)$, where F is a sm...
AbstractWe consider a system of autonomous ordinary differential equations depending on a small para...
Here, a proto-type Ermakov–Painlevé I equation is introduced and a homogeneous Dirichlet-type bounda...
After establishing a relation between the Hill’s equations and the Emarkov-Pinney equa-tions, we are...
AbstractWe show that the coupled Pinney equations with periodic coefficient constitute a class of no...
We study the integrability properties of the hierarchy of a class of nonlinear ordinary differential...
Novel hybrid Ermakov–Painlevé IV systems are introduced and an associated Ermakov invariant is used ...
Novel hybrid Ermakov–Painlevé IV systems are introduced and an associated Ermakov invariant is used ...
We introduce a special type of dissipative Ermakov–Pinney equations of the form vζζ+g(v)vζ+h(v)=0, w...
We introduce a special type of dissipative Ermakov–Pinney equations of the form v_ζζ+g(v)v_ζ+h(v)=0,...
We introduce a special type of dissipative Ermakov–Pinney equations of the form vζζ+g(v)vζ+h(v)=0, w...
Novel hybrid Ermakov–Painlevé IV systems are introduced and an associated Ermakov invariant is used ...
We introduce a special type of dissipative Ermakov–Pinney equations of the form v_ζζ+g(v)v_ζ+h(v)=0,...
A Neumann-type boundary value problem is investigated for a hybrid Ermakov–Painlevé equation. Existe...
By introducing an elliptic vortex ansatz, the 2+1-dimensional two-layer fluid system is reduced to a...
The class of nonlinear ordinary differential equations $y^\prime\primey = F(z,y^2)$, where F is a sm...
AbstractWe consider a system of autonomous ordinary differential equations depending on a small para...
Here, a proto-type Ermakov–Painlevé I equation is introduced and a homogeneous Dirichlet-type bounda...
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