summary:The author investigates time-periodic solutions of the quasilinear beam equation with the help of accelerated convergence methods. Using the Newton iteration scheme, the problem is approximated by a sequence of linear equations solved via the Galerkin method. The derivatiove loss inherent to this kind of problems is compensated by taking advantage of smoothing operators
This thesis is devoted to the construction of periodic solutions for partial differential equations....
summary:It is proved that any weak solution to a nonlinear beam equation is eventually globally osci...
Extended trigonometric series of uniform convergence are proposed as a method to solve the nonlinear...
summary:The author investigates time-periodic solutions of the quasilinear beam equation with the he...
summary:The paper deals with the existence of time-periodic solutions to the beam equation, in which...
summary:The author examined non-zero $T$-periodic (in time) solutions for a semilinear beam equation...
The problem of time-periodic solutions of the quasilinear equation of forced vibrations of an I-beam...
summary:In this paper, the system consisting of two nonlinear equations is studied. The former is hy...
1991 Mathematics Subject Classification. Primary 37K55, 35B10, 35J10, 35Q40, 35Q55.In this paper, on...
summary:The existence of small global (in time) solutions to an abstract evolution equation containi...
summary:In the paper, time-periodic solutions to dynamic von Kármán equations are investigated. Assu...
This study focuses on generalizations of the Greenburg-Rascle construction of spatially and temporal...
In this article, we consider the one-dimensional nonlinear beam equations with quasi-periodic quint...
AbstractThis article investigates the existence/nonexistence of smooth solutions of nonlinear vibrat...
AbstractThe author studies the periodic time-dependent quasimonotone reaction–diffusion systems∂ui∂t...
This thesis is devoted to the construction of periodic solutions for partial differential equations....
summary:It is proved that any weak solution to a nonlinear beam equation is eventually globally osci...
Extended trigonometric series of uniform convergence are proposed as a method to solve the nonlinear...
summary:The author investigates time-periodic solutions of the quasilinear beam equation with the he...
summary:The paper deals with the existence of time-periodic solutions to the beam equation, in which...
summary:The author examined non-zero $T$-periodic (in time) solutions for a semilinear beam equation...
The problem of time-periodic solutions of the quasilinear equation of forced vibrations of an I-beam...
summary:In this paper, the system consisting of two nonlinear equations is studied. The former is hy...
1991 Mathematics Subject Classification. Primary 37K55, 35B10, 35J10, 35Q40, 35Q55.In this paper, on...
summary:The existence of small global (in time) solutions to an abstract evolution equation containi...
summary:In the paper, time-periodic solutions to dynamic von Kármán equations are investigated. Assu...
This study focuses on generalizations of the Greenburg-Rascle construction of spatially and temporal...
In this article, we consider the one-dimensional nonlinear beam equations with quasi-periodic quint...
AbstractThis article investigates the existence/nonexistence of smooth solutions of nonlinear vibrat...
AbstractThe author studies the periodic time-dependent quasimonotone reaction–diffusion systems∂ui∂t...
This thesis is devoted to the construction of periodic solutions for partial differential equations....
summary:It is proved that any weak solution to a nonlinear beam equation is eventually globally osci...
Extended trigonometric series of uniform convergence are proposed as a method to solve the nonlinear...