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We investigate the weighted scale-free percolation (SFPW) model on $\mathbb Z^d$.
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A geometric preferential attachment model of networks
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On a conditionally Poissonian graph process
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B. Bollobás, S. Janson, and O. Riordan · 2007
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S. Bhamidi, R. v. d. Hofstad, and G. Hooghiemstra · 2010
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M. Boguná, F. Papadopoulos, and D. Krioukov · 2010
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First passage percolation on inhomogeneous random graphs
I. Kolossváry and J. Komjáthy · 2015
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Tight fluctuations of weight-distances in random graphs with infinite-variance degrees
E. Baroni, R. v. d. Hofstad, and J. Komjáthy · 2016
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Clustering coefficient of random intersection graphs with infinite degree variance
M. Bloznelis and V. Kurauskas · 2016
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Weighted distances in scale-free percolation models
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Nonuniversality of weighted random graphs with infinite variance degree
E. Baroni, R. van der Hofstad, and J. Komjáthy · 2017
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Point process convergence for branching random walks with regularly varying steps
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