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    题名 作者 年代 出处 被引量
1Exponents of nonnegative matrix pairs显示文摘 Suw Lo S 2003Linear Algebr APPL2003,,263:1
2Exponents of tuples of nonnegative matrices显示文摘Olesky D D Shader B L Van P den Driessche 2002Linear Algebra Appl2002,356,13:1
3Extremal properties of ray-nonsingular matrices显示文摘Lee G Y McDonald J J Shader B L 2000Discrete Math2000,,216:1
4Exponents of nonnegative matrix pairs显示文摘B L Shader S Suwilo 2003Linear Algebra Appl2003,363,:1
5Exponents of Nonnegative Matrix Pairs显示文摘SHADER B L SUWILO S 2003Linear Algebra and its Applications2003,363,:1
6On determining minimal spectrally arbitrary patterns 显示文摘Cavers M S Kim I J Shader B L 2005Elec J Linear Algebra (S1008-3810)2005,13,:1
7Exponents of nonnegative matrix pairs显示文摘 Suwilo S 2003Linear Algebra and its Applications2003,,363:1
8Exponets of nonnegation matrix pairs显示文摘 Suwilo S 2003Linear Algebra Appl2003,,363:1
9Exponents of nonnegative matrix pairs显示文摘Shader B L Suwilo S 2003Linear Algebra Appl2003,,363:1
10On Determining Minimal Spectrally Arbitrary Patterns显示文摘CAVERS M S KIM I J SHADER B L VANDER MEULEN K N 2005Elec J Linear Algebra2005,13,:1
11Exponents of nonegative matrix pairs显示文摘Shader B L Suwilo S 2003Linear Algebra and Its Applications2003,363,:1
12On determining minimal spectrally arbitrary patterns 显示文摘Cavers M S Kim In - Jae Shader B L Vander Meulen K N 2005Electronic Journal of Linear Algebra2005,13,:1
13On tournament matrices显示文摘SHADER B L 1992Linear Algebra Appl1992,,162164:1
14Characteristic vertices of weighted trees via Perron values显示文摘Kirkland S Neumann M Shader B 1996Linear and Muhilinear Algebra1996,40,:1
15Exponents of nonnegative matrix pairs 显示文摘Shader B L Suwilo S 2003Linear Algebra and Its Applications2003,363,:1
16On biclique partitions of the complete graph显示文摘SHADER B L 1993Discrete Math1993,117,:1
17On determining minimal spectrally arbitrary patterns 显示文摘CAVERS M S KIM I J SHADER B L 2005Elec J Linear Algebra2005,13,:1
18On biclique decomposition of complete t-partite graphs显示文摘BOYER E D SHADER B L 1995Linear Algebra and its Applications1995,217,:1
19The Nilpotent-centralizer method for spectrally arbitrary sign patterns 显示文摘QARNETT C SHADER B L 2013Linear lg-ebra Appl2013,483,10:1
20A proof of the T, conjecture: centralizers, jaobians and spectrally arbitrary patterns 显示文摘GARNETT C SHADER B L 2012Linear Algebra Appl2012,436,12:1
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