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Paper   IPM / M / 18397
School of Mathematics
  Title:   A short proof of Haemers Conjecture on the Seidel energy of graphs
  Author(s):  Mostafa Einollahzadeh (Joint with M.A. Nematollahi)
  Status:   Published
  Journal: Linear Algebra Appl.
  Vol.:  695
  Year:  2024
  Pages:   75-78
  Supported by:  IPM
  Abstract:
Haemersâ?? conjecture on the Seidel energy of graphs, states that the energy of the Seidel matrix of any graph of order n is at least 2n â?? 2, where the equality holds for the complete graph. In this paper, we give a short simple proof of this conjecture.

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