Finite Rank Perturbations of Linear Relations and Matrix Pencils
Finite Rank Perturbations of Linear Relations and Matrix Pencils is a scholarly work by Carsten Trunk, Friedrich Philipp, and Leslie Leben, published in 2021 in ''Complex Analysis and Operator Theory''. The main subjects of the publication include mathematical analysis, algebra over a field, singular value, quantum chaos, operon, matrix, pure mathematics, rank, numerical linear algebra, mathematics, linear map, and Lie algebra. The authors compare their number of Jordan chains of length at least n.