More on polynomial bezoutians with respect to a general basis prefix ID Wu, Huazhang; Wu, Xiaoxuan; Yang, Zhenghong Electron. J. Linear Algebra 21, 154-171, electronic only (2010)
On the construction of explicit solutions to the matrix equation $X^{2}AX = AXA$ prefix ID Li, Aihua; Mosteig, Edward Electron. J. Linear Algebra 21, 142-153, electronic only (2010)
Completing block Hermitian matrices with maximal and minimal ranks and inertias prefix ID Tian, Yongge Electron. J. Linear Algebra 21, 124-141, electronic only (2010)
Idempotence-preserving maps between matrix spaces over fields of characteristic 2 prefix ID Xu, Jin-Li; Tang, Xiao-Min; Cao, Chong-Guang Electron. J. Linear Algebra 21, 110-123, electronic only (2010)
Classes of non-Hermitian operators with real eigenvalues prefix ID Bebiano, Natalia; Da Providencia, Joao; Da Providencia, Joao P. Electron. J. Linear Algebra 21, 98-109, electronic only (2010)
Perturbation of the generalized Drazin inverse prefix ID Deng, Chunyuan; Wei, Yimin Electron. J. Linear Algebra 21, 85-97, electronic only (2010)
Positive definite solution of the matrix equation $X=Q+A^{H}(I\otimes X-C)^{-\delta}A$ prefix ID Yao, Guozhu; Liao, Anping; Duan, Xuefeng Electron. J. Linear Algebra 21, 76-84, electronic only (2010)
Group inverse for the block matrix with two identical subblocks over skew fields prefix ID Zhao, Jiemei; Bu, Changjiang Electron. J. Linear Algebra 21, 63-75, electronic only (2010)
Solvable 3-Lie algebras with a maximal hypo-nilpotent ideal N prefix ID Bai, Rui-Pu; Shen, Cai-Hong; Zhang, Yao-Zhong Electron. J. Linear Algebra 21, 43-62, electronic only (2010)
Characterizations of Jordan derivations on triangular rings: additive maps Jordan derivable at idempotents prefix ID An, Runling; Hou, Jinchuan Electron. J. Linear Algebra 21, 28-42, electronic only (2010)
A. Horn's result on matrices with prescribed singular values and eigenvalues prefix ID Tam, Tin-Yau Electron. J. Linear Algebra 21, 25-27, electronic only (2010)
Generalized Schur complements of matrices and compound matrices prefix ID Liu, Jianzhou; Huang, Rong Electron. J. Linear Algebra 21, 12-24, electronic only (2010)
A lower bound for the number of distinct eigenvalues of some real symmetric matrices prefix ID Da Fonseca, C.M. Electron. J. Linear Algebra 21, 3-11, electronic only (2010)
