AbstractThis work is concerned with analysis and optimization in coefficients of the 1−D,T-periodic wave equation with piece-wise constant coefficients inx. ForT-rational, the system is in resonant case (i.e., the corresponding homogeneous problem has nontrivial solutions [free oscillations or breathers]). The case ofT-irrational remains an outstanding open problem
We review recent results on the existence of weak 2π- periodic solutions in time and space for a cla...
We consider the scalar Helmholtz equation with variable, discontinuous coefficients, modelling trans...
summary:The author examined non-zero $T$-periodic (in time) solutions for a semilinear beam equation...
AbstractThis work is concerned with analysis and optimization in coefficients of the 1−D,T-periodic ...
AbstractIn this paper, we study the nonlinear one-dimensional periodic wave equation with x-dependen...
The final publication is available at Springer via http://dx.doi.org/10.1186/s13662-015-0457-zIn thi...
We consider the nonlinear string equation with Dirichlet boundary conditions utt–uxx=(u), with (u)=u...
AbstractWe introduce a renormalized Lindstedt series for the oscillatory solutions of nonlinear wave...
This thesis is devoted to the construction of periodic solutions for partial differential equations....
AbstractThis paper is concerned with a one-dimensional vibrating string equation with a nonlinear bo...
We consider the semilinear wave equation $V(x)$$u$$_{u}$ − $u$$_{xx}$ = $±|u|$$^{p-1}$$u$ with p ∈ (...
Nonlinear wave equations model the propagation of waves in a wide range of Nonlinear wave equations ...
We consider the nonlinear wave equation utt -uxx = ±u3 and the beam equation utt +uxxxx = ±u3 on an ...
AbstractWe construct periodic solutions to coupled nonlinear one-dimensional Schrödinger equations w...
AbstractThis article investigates the existence/nonexistence of smooth solutions of nonlinear vibrat...
We review recent results on the existence of weak 2π- periodic solutions in time and space for a cla...
We consider the scalar Helmholtz equation with variable, discontinuous coefficients, modelling trans...
summary:The author examined non-zero $T$-periodic (in time) solutions for a semilinear beam equation...
AbstractThis work is concerned with analysis and optimization in coefficients of the 1−D,T-periodic ...
AbstractIn this paper, we study the nonlinear one-dimensional periodic wave equation with x-dependen...
The final publication is available at Springer via http://dx.doi.org/10.1186/s13662-015-0457-zIn thi...
We consider the nonlinear string equation with Dirichlet boundary conditions utt–uxx=(u), with (u)=u...
AbstractWe introduce a renormalized Lindstedt series for the oscillatory solutions of nonlinear wave...
This thesis is devoted to the construction of periodic solutions for partial differential equations....
AbstractThis paper is concerned with a one-dimensional vibrating string equation with a nonlinear bo...
We consider the semilinear wave equation $V(x)$$u$$_{u}$ − $u$$_{xx}$ = $±|u|$$^{p-1}$$u$ with p ∈ (...
Nonlinear wave equations model the propagation of waves in a wide range of Nonlinear wave equations ...
We consider the nonlinear wave equation utt -uxx = ±u3 and the beam equation utt +uxxxx = ±u3 on an ...
AbstractWe construct periodic solutions to coupled nonlinear one-dimensional Schrödinger equations w...
AbstractThis article investigates the existence/nonexistence of smooth solutions of nonlinear vibrat...
We review recent results on the existence of weak 2π- periodic solutions in time and space for a cla...
We consider the scalar Helmholtz equation with variable, discontinuous coefficients, modelling trans...
summary:The author examined non-zero $T$-periodic (in time) solutions for a semilinear beam equation...