An Exponential Transform Based Dual-Layer Krylov Subspace Method for Computing Unstable Modes of Power Systems

Estimating Number of Critical Eigenvalues of Large-Scale Power System Based on Contour Integral

(2021) Shuai Gao et al.   IEEE TRANSACTIONS ON POWER SYSTEMS

A Parallelized Contour Integral Rayleigh–Ritz Method for Computing Critical Eigenvalues of Large-Scale Power Systems

(2018) Yongjie Li et al.   IEEE Transactions on Smart Grid

An Improved IRA Algorithm and Its Application in Critical Eigenvalues Searching for Low Frequency Oscillation Analysis

(2017) Chongru Liu et al.   IEEE TRANSACTIONS ON POWER SYSTEMS

Krylov--Schur-Type Restarts for the Two-Sided Arnoldi Method

(2017) Ian N. Zwaan et al.   SIAM JOURNAL ON MATRIX ANALYSIS AND APPLICATIONS

An Efficient Parallel Krylov-Schur Method for Eigen-Analysis of Large-Scale Power Systems

(2016) Yongjie Li et al.   IEEE TRANSACTIONS ON POWER SYSTEMS

Krylov subspace exponential time domain solution of Maxwell’s equations in photonic crystal modeling

(2016) Mikhail A. Botchev   JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS

Efficient Preconditioners for Newton-GMRES Method With Application to Power Flow Study

(2013) Wei Xu et al.   IEEE TRANSACTIONS ON POWER SYSTEMS

Using the Restricted-denominator Rational Arnoldi Method for Exponential Integrators

(2011) Paolo Novati   SIAM JOURNAL ON MATRIX ANALYSIS AND APPLICATIONS

Computing Rightmost Eigenvalues for Small-Signal Stability Assessment of Large-Scale Power Systems

(2010) Joost Rommes et al.   IEEE TRANSACTIONS ON POWER SYSTEMS