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Original Articles

On the spectrum of 3-coloured digraphs

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Pages 743-756 | Received 10 Jun 2011, Accepted 27 Sep 2011, Published online: 25 Nov 2011

References

  • Bapat , RB , Grossman , JW and Kulkarni , DM . 1999 . Generalized matrix tree theorem for mixed graphs . Linear Multilinear Algebra , 46 : 299 – 312 .
  • Bapat , RB , Kalita , D and Pati , S . 2012 . On weighted directed graphs . Linear Algebra Appl. , 436 : 99 – 111 .
  • Fan , YZ . 2003 . On spectral integral variations of mixed graphs . Linear Algebra Appl. , 374 : 307 – 316 .
  • Fan , YZ . 2004 . Largest eigenvalue of a unicyclic mixed graph . Appl. Math. J. Chinese Univ. Ser. B , 19 : 140 – 148 .
  • Fan , YZ . 2005 . On the least eigenvalue of a unicyclic mixed graph . Linear Multilinear Algebra , 53 : 97 – 113 .
  • Fan , YZ . 2007 . On eigenvectors of mixed graphs with exactly one nonsingular cycle . Czech. Math. J. , 57 : 1215 – 1222 .
  • Fiedler , M . 1973 . Algebraic connectivity of graphs . Czech. Math. J. , 23 : 298 – 305 .
  • Tan , YY and Fan , YZ . 2008 . On edge singularity and eigenvectors of mixed graphs . Acta Math. Sin. (English Series) , 24 : 139 – 146 .
  • Zhang , XD and Li , JS . 2002 . The Laplacian spectrum of a mixed graph . Linear Algebra Appl. , 353 : 11 – 20 .
  • Zhang , XD and Luo , R . 2003 . The Laplacian eigenvalues of mixed graphs . Linear Algebra Appl. , 362 : 109 – 119 .

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