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Articles

On the second largest distance eigenvalue of a graph

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Pages 1011-1021 | Received 08 Jul 2015, Accepted 02 Aug 2016, Published online: 18 Aug 2016

References

  • Van Dam ER, Haemers WH. Which graphs are determined by their spectrum? Linear Algebra Appl. 2003;373:241–272.
  • Van Dam ER, Haemers WH, Koolen JH. Cospectral graphs and the generalized adjacency matrix. Linear Algebra Appl. 2007;423:33–41.
  • Van Dam ER, Haemers WH. Developments on spectral characterizations of graphs. Discrete Math. 2009;309:576–586.
  • Lin HQ, Hong Y, Wang JF, et al. On the distance spectrum of graphs. Linear Algebra Appl. 2013;439:1662–1669.
  • Jin YL, Zhang XD. Complete multipartite graphs are determined by their distance spectra. Linear Algebra Appl. 2014;448:285–291.
  • Lin HQ, Zhai MQ, Gong SC. On graphs with at least three distance eigenvalues less than 1. Linear Algebra Appl. 2014;458:548–558.
  • Lin HQ. On the least distance eigenvalue and its applications on the distance spread. Discrete Math. 2015;338:868–874.
  • Li D, Meng JX. The graphs with the least distance eigenvalue at least 1+17 2. Linear Algebra Appl. 2016;493:358–380.
  • Xing RD, Zhou B. On the second largest distance eigenvalue. Linear Multilinear Algebra. 2016;64:1887–1898.
  • Cvetković DM, Doob M, Sachs H. Spectra of graphs. 3rd ed. Heidelberg-Leipzig: Johann Abrosius Barth Verlag; 1995.

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