Skip to Main Navigation. Each navigation link will open a list of sub navigation links.

Skip to Main Content

Apply to the University of Wyoming apply now

Global Resource Navigation

Visit Campus
Download UW Viewbook
Give to UW

Professor Bryan Shader

Dr. Shader Bryan Shader, Ph.D., University of Wisconsin at Madison
Professor of Mathematics
Ross Hall 321
bshader@uwyo.edu
http://www.uwyo.edu/bshader/bryan_shader/welcome.html
Research interests: Combinatorics and Linear algebra

Education

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

About Dr. Shader

Bryan Shader joined the University of Wyoming faculty in 1990. He came to the University of Wyoming from the University of Wisconsin-Madison.

He serves as a Special Assistant to the Vice President of Research and Economic Development. In this role, he oversees UW Research Computing efforts and acts as a liaison with the NCAR Wyoming Supercomputing Center.

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

  1. Keivan Hassani Monfared and Bryan L. Shader, Construction of matrices with a given graph and prescribed interlaced spectral data, Linear Algebra Appl., 438/11 (2013), pp. 4348-4358.
  2. Colin Garnett and Bryan L. Shader, A proof of the Tn conjecture: centralizers, Jacobians and spectrally arbitrary sign patterns, Linear Algebra Appl., 436/12 (2012), pp. 4451-4458. 15B35 (15A18).
  3. Mary Allison and Bryan L. Shader, Fastest mixing Markov chain problem for the union of two cliques, Linear Multilinear Algebra, 59/7 (2011), pp. 801-823.
  4. Richard A. Brualdi and Bryan L. Shader, Matrices of sign-solvable linear systems. Cambridge Tracts in Mathematics, 116. Cambridge University Press, Cambridge, 1995. xii+298 pp. ISBN: 0-521-48296-8 15-02 (90A14 90C08).
  5. E. Doering, T. S. Michael, and B. L. Shader, Even and odd tournament matrices with minimum rank over finite fields, Electron. J. Linear Algebra, 22 (2011), pp. 363-377.

Share This Page:

1000 E. University Ave. Laramie, WY 82071
UW Operators (307) 766-1121 | Contact Us | Download Adobe Reader

Twitter Icon Youtube Icon Instagram Icon Facebook Icon

Accreditation | Emergency Preparedness | Employment at UW | Gainful Employment | Privacy Policy | Accessibility Accessibility information icon