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Linear and Multilinear Algebra Volume 11, 1982 - Issue 2
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Original Articles

Inverse elementary divisors problem for doubly stochastic matricesFootnote†

Henryk Minc Institute for Algebra and Combinatorics, and Department of Mathematics, University of California, Santa Barbara, CA, 93106, USA
Pages 121-131 | Published online: 02 Apr 2008

Citations (15)

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Read on this site (4)

Roberto C. Díaz & Ricardo L. Soto. (2016) Nonnegative inverse elementary divisors problem in the left half plane. Linear and Multilinear Algebra 64:2, pages 258-268.
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Marvin Marcus. (2003) Henryk Minc - A Biography. Linear and Multilinear Algebra 51:1, pages 1-10.
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Eva Achilles & Richard Sinkhorn. (1995) Doubly stochastic matrices whose squares are idempotent. Linear and Multilinear Algebra 38:4, pages 343-349.
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David London. (1990) On matrices stochastically similar to matrices with equal diagonal elements. Linear and Multilinear Algebra 26:1-2, pages 107-117.
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Articles from other publishers (11)

Jaime H. Alfaro & Ricardo L. Soto. (2023) On universal realizability in the left half-plane. Proyecciones (Antofagasta) 42:5, pages 1373-1390.
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Ricardo L. Soto. (2022) Spectra inhabiting the left half-plane that are universally realizable. Special Matrices 10:1, pages 180-192.
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Luis E. Arrieta, Alfredo D. Millano & Ricardo L. Soto. (2021) On spectra realizable and diagonalizably realizable. Linear Algebra and its Applications 612, pages 273-288.
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Ricardo L. Soto, Ana I. Julio & Jaime H. Alfaro. (2021) Permutative universal realizability. Special Matrices 9:1, pages 66-77.
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Ana I. Julio, Carlos Marijuán, Miriam Pisonero & Ricardo L. Soto. (2019) On universal realizability of spectra. Linear Algebra and its Applications 563, pages 353-372.
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Ricardo L. Soto, Ana I. Julio & Mario Salas. (2015) Nonnegative persymmetric matrices with prescribed elementary divisors. Linear Algebra and its Applications 483, pages 139-157.
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Ying-Jie Lei, Wei-Ru Xu, Yong Lu, Yan-Ru Niu & Xian-Ming Gu. (2014) On the symmetric doubly stochastic inverse eigenvalue problem. Linear Algebra and its Applications 445, pages 181-205.
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Boris G Zaslavsky & Judith J McDonald. (2003) A characterization of Jordan canonical forms which are similar to eventually nonnegative matrices with the properties of nonnegative matrices. Linear Algebra and its Applications 372, pages 253-285.
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Boris G. Zaslavsky & Bit-Shun Tam. (1999) On the Jordan form of an irreducible matrix with eventually nonnegative powers. Linear Algebra and its Applications 302-303, pages 303-330.
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David London. (1996) On diagonals of matrices doubly stochastically similar to a given matrix. Linear Algebra and its Applications 244, pages 305-340.
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Henryk Minc. (1981) Inverse elementary divisor problem for nonnegative matrices. Proceedings of the American Mathematical Society 83:4, pages 665-669.
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