q-Fibonomial coefficients are unimodal for n≤3, with a combinatorial proof of unimodality and symmetry for n=2 via nearly symmetric saturated chain decompositions on tilings and algebraic proofs for n≤3.
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Unimodality of $q$-Fibonomial coefficients for small cases
q-Fibonomial coefficients are unimodal for n≤3, with a combinatorial proof of unimodality and symmetry for n=2 via nearly symmetric saturated chain decompositions on tilings and algebraic proofs for n≤3.