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Dr. Bryan Shader|UW Mathematics

Dr. Bryan Shader

Dr. Bryan Shader, University of Wyoming Mathematics facultyProfessor of Mathematics

Research interests: Combinatorics, Discrete Mathematics, Graph Theory,Linear and Multilinear Algebra, and Matrix Theory,  and focuses on the use of Algebraic Techniques on Combinatorial Problems, and the Use of Combinatorics and Graph Theory to strengthen results in Linear Algebra and Matrix Theory

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Contact Information

Mathematics, Department 3036
1000 E. University Avenue
University of Wyoming
Laramie, WY 82071-3036
307.766.6826 (voice)
307.766.6838 (fax)
email: bshader@uwyo.edu
Office: Ross Hall 321

Education

Ph.D., University of Wisconsin- Madison, 1990
M.S., University of Wisconsin-Madison, 1984
B.S., University of Wyoming, 1984

About Dr. Shader

Bryan L. Shader

Bryan's mathematical interests include: Combinatorial Matrix Theory, Algebraic Graph Theory, and Qualitative Matrix Analysis. He is Editor-in-chief of the Electronic Journal of Linear Algebra, and he serves on the editorial boards of Linear Algebra and its Applications, and Linear and Multilinear Algebra.

Representative Publications

Monfared, Keivan Hassani; Shader, Bryan L.; Construction of matrices with a given graph and prescribed interlaced spectral data. Linear Algebra Appl. 438 (2013), no. 11, 4348–4358. 

Garnett, ColinShader, Bryan L.A proof of the Tn conjecture: centralizers, Jacobians and spectrally arbitrary sign patterns. (English summary) Linear Algebra Appl. 436 (2012), no. 12, 4451–4458. 15B35 (15A18) 

Allison, MaryShader, Bryan L.; Fastest mixing Markov chain problem for the union of two cliques. (English summary) Linear Multilinear Algebra 59 (2011), no. 7, 801–823. 

Brualdi, Richard A.Shader, Bryan L.; Matrices of sign-solvable linear systems. (English summary) 
Cambridge Tracts in Mathematics, 116. Cambridge University Press, Cambridge, 1995. xii+298 pp. ISBN: 0-521-48296-8 15-02 (90A14 90C08) 

Doering, E. Michael, T. S.Shader, B. L.; Even and odd tournament matrices with minimum rank over finite fields. (English summary) Electron. J. Linear Algebra 22 (2011), 363–377. 

 

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