A new CRM family, built by mixing stable and generalized gamma processes over their index of variation, reaches rapid variation with a closed-form Laplace exponent and yields almost extremely sparse Caron-Fox graphs with E ~ N log N.
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Rapidly Varying Completely Random Measures for Modeling Extremely Sparse Networks
A new CRM family, built by mixing stable and generalized gamma processes over their index of variation, reaches rapid variation with a closed-form Laplace exponent and yields almost extremely sparse Caron-Fox graphs with E ~ N log N.