Documents liés : [11 document(s)]

Documents (Auteurs)

• [MathCongrès] Combinatorial matrix theory / Brualdi, Richard A. ; Carmona, Angeles ; Van Den Driessche, Pauline ; Kirkland, Steve ; Stevanovic, Dragan. -Cham : Birkhäuser, 2018. - xi, 217 p. ; 24 cm
  ISBN 9783319709529
  
• [MathOuvrage] The Mutually beneficial relationship of graphs and matrices / Brualdi, Richard A.. -Providence RI : American mathematical Society, 2011. - ix , 93 p. ; 26 cm
  ISBN 9780821853153
  
• [MathCongrès] Combinatorics and graphs / Ed. Brualdi, Richard A. ; Ed. Hedayat, Samad ; Ed. Kharaghani, Hadi ; et al.. -Providence RI : American mathematical Society, 2010. - ix, 264 p. ; 26 cm
  ISBN 9780821848654
  
• [MathOuvrage] Combinatorial matrix classes / Brualdi, Richard A.. -Cambridge : Cambridge university Press, 2006. - x, 544 p. ; 24 cm
  ISBN 9780521865654
  
• [MathOuvrage] Handbook of coding theory. Vol. I / Ed. Pless, V. S. ; Ed. Huffman, W. C. ; Ed. Brualdi, Richard A.. -Amsterdam, Lausanne, New York NY : Elsevier, 1998. - xvi, 1138 p. ; 25 cm
  
• [MathOuvrage] Handbook of coding theory. Vol. II / Ed. Pless, V. S. ; Ed. Huffman, W. C. ; Ed. Brualdi, Richard A.. -Amsterdam, Lausanne, New York NY : Elsevier, 1998. - xvi, p. 1141-2169 ; 25 cm
  
• [MathOuvrage] Introductory combinatorics / Brualdi, Richard A.. -Upper Saddle River NJ : Prentice Hall, 1999. - x, 614 p. ; 24 cm
  
• [MathOuvrage] Matrices of sign-solvable linear systems / Brualdi, Richard A. ; Shader, Bryan L.. -Cambridge MA : Cambridge university Press, 1995. - xii, 298 p. ; 24 cm
  
• [MathOuvrage] Combinatorial matrix theory / Brualdi, Richard A. ; Ryser, Herbert J.. -Cambridge MA : Cambridge university Press, 1991. - ix, 367 p. ; 23 cm
  
• [MathOuvrage] Introductory combinatorics / Brualdi, Richard A.. -New-York : North-Holland, 1977. - 374
  
• [MathCongrès] Linear algebra and its role in systems theory / Ed. Brualdi, Richard A. ; Ed. Carlson, David H. ; Ed. Datta, Biswa Nath ; Ed. Johnson, Charles R. ; Ed. Plemmons, Robert J.. -Providence RI : American mathematical Society, 1985. - xiii, 506