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Parallel Robust Computation of Generalized Eigenvectors of Matrix Pencils

机译：矩阵铅笔广义特征向量的并行鲁棒计算

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Carl Christian Kjelgaard Mikkelsen; Mirko Myllykoski;
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1. Automatic recovery of eigenvectors and minimal bases of matrix polynomials from generalized Fiedler pencils with repetition [J] . Das Ranjan Kumar, Alam Rafikul Linear Algebra and its Applications . 2019,第期

机译：自动恢复来自广义FIEDLER铅笔的特征向量和矩阵多项式的最小基础
2. Robust parallel eigenvector computation for the non-symmetric eigenvalue problem [J] . Schwarz Angelika, Mikkelsen Carl Christian Kjelgaard, Karlsson Lars Parallel Computing . 2020,第Deca期

机译：非对称特征值问题的强大的并行特征向量计算
3. Robust and Efficient Computation of Eigenvectors in a Generalized Spectral Method for Constrained Clustering [J] . Chengming Jiang, Huiqing Xie, Zhaojun Bai JMLR: Workshop and Conference Proceedings . 2017,第2010期

机译：在约束聚类的广义光谱法中对特征向量的鲁棒和有效计算
4. Parallel Robust Computation of Generalized Eigenvectors of Matrix Pencils [C] . Carl Christian Kjelgaard Mikkelsen, Mirko Myllykoski International Conference on Parallel Processing and Applied Mathematics;Workshop on Models, Algorithms, and Methodologies for Hierarchical Parallelism in New HPC Systems;Workshop on Scheduling for Parallel Computing;Minisymposium on HPC Applications in Physical Sciences;Workshop on Power and Energy Aspects of Computation;Workshop on Complex Collective Systems;Minisymposium on High Performance Computing Interval Methods;Workshop on Language-Based Parallel Programming Models;Workshop on Applied High-Performance Numerical Algorithms in PDEs . 2020

机译：矩阵铅笔广义特征向量的并行鲁棒计算
5. The Real Two Zero algorithm: A parallel algorithm to reduce an arbitrary matrix to a real Schur form, and, Jacobi-sets for parallel computations. [D] . Mantharam, Mythili. 1993

机译：实二零算法：一种并行算法，用于将任意矩阵简化为真实的Schur形式；还有Jacobi集，用于并行计算。
6. Amino acid positions subject to multiple co-evolutionary constraints can be robustly identified by their eigenvector network centrality scores [O] . Daniel J. Parente, J. Christian J. Ray, Liskin Swint-Kruse -1

机译：可以通过其特征向量网络中心度分数可靠地确定受多个共同进化约束的氨基酸位置
7. On the Computation of Particular Eigenvectors of Hamiltonian Matrix Pencils [O] . Peter Benner, Matthias Voigt 2013

机译：关于哈密顿矩阵笔特殊特征向量的计算
8. Fast Parallel Exact Computation of the Generalized Inverse and Rank of a Matrix [R] . Krishnamurthy, E. V. 1981

机译：矩阵广义逆和秩的快速并行精确计算

Parallel Robust Computation of Generalized Eigenvectors of Matrix Pencils

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