Simone Calamai
Published 2016-01-02Version 1
We show the geometrical structure of the moduli space of positive-weighted trees with $n$ labels $1,\ldots , n$ which realize the same family of positive $(n-1)$-weights and we characterize them as a family of positive multi-weights.
The moduli space of limit laws for $q$-hook formulas
Enumerative and asymptotic analysis of a moduli space
Intersecting $ψ$-classes on $M_{0,w}^{\mathrm{trop}}$
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