Exemples d'utilisation de Eigenvalue problem en Anglais et leurs traductions en Français
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We arrive at the eigenvalue problem.
Solve an eigenvalue problem for the Airy equation.
It is well known that the eigenvalue problem.
Solve an eigenvalue problem with Neumann conditions.
These equations are a generalized eigenvalue problem.
Symbolic and numeric eigenvalue problems: Helmholtz, Schrödinger, etc.
We herein consider a nonlinear eigenvalue problem.
Here, a quadratic eigenvalue problem has to be used to investigate the system.
This leads to a non-linear eigenvalue problem.
First we investigate the eigenvalue problem for the linear transport-fragmentation operator.
Variational methods applied to eigenvalue problems.
We study the eigenvalue problem of the Faraday tensor associated with the Liénard-Wiechert electromagnetic field.
Our approximation of the linear eigenvalue problem is given by.
The iterations allow the simultaneous convergence of the domain decomposition and the eigenvalue problem.
Resolution of the Generalized Eigenvalue Problem for symmetric matrices.
This is achieved through a Fourier Floquet method resulting into an eigenvalue problem.
Numerical modelling results in eigenvalue problems of large sizes.
The optimal threshold function is derived by solving a maximum generalized eigenvalue problem.
Iterative algorithms solve the eigenvalue problem by producing sequences that converge to the eigenvalues.
Stability of uncertain systems(stochastic eigenvalue problem.
