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An overpartition analogue of \(q\)-binomial coefficients. II: Combinatorial proofs and \((q,t)\)-log concavity - MaRDI portal

An overpartition analogue of \(q\)-binomial coefficients. II: Combinatorial proofs and \((q,t)\)-log concavity (Q721047)

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An overpartition analogue of \(q\)-binomial coefficients. II: Combinatorial proofs and \((q,t)\)-log concavity
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    An overpartition analogue of \(q\)-binomial coefficients. II: Combinatorial proofs and \((q,t)\)-log concavity (English)
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    18 July 2018
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    Gaussian polynomial
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    \(q\)-binomial coefficient
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    overpartitions
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    over-\((q, t)\)-binomial coefficient
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    finite versions of \(q\)-series identities
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    combinatorial proofs
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    \(q\)-log concavity
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    delannoy numbers
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