Least-squares spectral methods for ODE eigenvalue problems
We develop spectral methods for ODEs and operator eigenvalue problems that are based on a least-squares formulation of the problem. The key tool is a method for rectangular generalized eigenvalue problems, which we extend to quasimatrices and objects combining quasimatrices and matrices. The strengt...
المؤلفون الرئيسيون: | Hashemi, B, Nakatsukasa, Y |
---|---|
التنسيق: | Journal article |
اللغة: | English |
منشور في: |
Society for Industrial and Applied Mathematics
2022
|
مواد مشابهة
-
Stable polefinding and rational least-squares fitting via eigenvalues
حسب: Ito, S, وآخرون
منشور في: (2018) -
Rectangular eigenvalue problems
حسب: Hashemi, B, وآخرون
منشور في: (2022) -
Solving Nonlinear Second Order Delay Eigenvalue Problems by Least Square Method
حسب: Israa M. Salman, وآخرون
منشور في: (2020-10-01) -
The Least Eigenvalue of the Complement of the Square Power Graph of G
حسب: Lubna Gul, وآخرون
منشور في: (2021-01-01) -
Inertia laws and localization of real eigenvalues for generalized indefinite eigenvalue problems
حسب: Nakatsukasa, Y, وآخرون
منشور في: (2019)