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Linear and Multilinear Algebra Volume 59, 2011 - Issue 2
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Original Articles

Two universal similarity factorization equalities for commutative involutory and idempotent matrices and their applications

Yongge Tian China Economics and Management Academy, Central University of Finance and Economics, Beijing 100081, ChinaCorrespondence[email protected]
Pages 129-144 | Received 03 Dec 2008, Accepted 10 Aug 2009, Published online: 18 Feb 2011

Citations (8)

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Read on this site (1)

Yongge Tian. (2011) A disjoint idempotent decomposition for linear combinations produced from two commutative tripotent matrices and its applications. Linear and Multilinear Algebra 59:11, pages 1237-1246.
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Articles from other publishers (7)

Bo Jiang & Yongge Tian. (2020) Universal Decomposition Equalities for Operator Matrices in a Hilbert Space. Complex Analysis and Operator Theory 14:7.
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Roksana Słowik. (2013) Expressing infinite matrices as products of involutions. Linear Algebra and its Applications 438:1, pages 399-404.
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Halim Özdemir, Emre Kişi & Mahmut Uç. (2012) On a disjoint idempotent decomposition for linear combinations produced from n commutative tripotent matrices. Applied Mathematics and Computation 219:4, pages 1909-1918.
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Chunyuan Deng, Dragana S. Cvetković-Ilić & Yimin Wei. (2012) On invertibility of combinations of k-potent operators. Linear Algebra and its Applications 437:1, pages 376-387.
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Chunyuan Deng, Dragana S. Cvetković-Ilić & Yimin Wei. (2012) Properties of the combinations of commutative idempotents. Linear Algebra and its Applications 436:1, pages 202-221.
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Xiaoji Liu & Julio Benítez. (2011) The spectrum of matrices depending on two idempotents. Applied Mathematics Letters 24:10, pages 1640-1646.
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Yongge Tian. (2011) Expansion formulas for the inertias of Hermitian matrix polynomials and matrix pencils of orthogonal projectors. Journal of Mathematical Analysis and Applications 376:1, pages 162-186.
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