Introduces Johnson statistics on type A root lattices as a lattice-point model for rational q-Catalan numbers, with computational proof of existence for a ≤ 20 and a q-analogue of Brion's theorem.
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Lattice Points and Rational $q$-Catalan Numbers
Introduces Johnson statistics on type A root lattices as a lattice-point model for rational q-Catalan numbers, with computational proof of existence for a ≤ 20 and a q-analogue of Brion's theorem.