Márton Borbényi, Panna Fekete, Aranka Hrušková, Ander Lamaison
In this paper, we study the so-called log-convergence of graphs defined by Szegedy. Weanswer positively his question of whether the sequence (Gq)∞q of the incidence graphs of finiteprojective planes log-converges and whether the limit coincides with that of a particularrandom graph model. Moreover, we show that the sequence is still convergent if q rangesnot just over primes, but over prime powers.
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