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A Note on degree antiregular graphs
Authors:Abraham Berman  Xiao-Dong Zhang
Affiliation:Department of Mathematics , Technion - Israel Institute of Technology , Haifa, 32000, Israel
Abstract:This note proves a conjecture of Merris that the minimal value of entries of the doubly stochastic matrix of the degree antiregular graph En of order n ≥ 3 is equal to (l/2(n + l)).
Keywords:Degree antiregular graph  doubly stochastic matrix  MSC: 05C50
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