ar X iv : m at h / 99 06 07 7 v 1 [ m at h . Q A ] 1 1 Ju n 19 99 ON A COMBINATORIAL IDENTITY
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چکیده
and [0] = 1. Observe that this identity is valid in the ring of polynomials in z1, · · · , zm+1 over Z[q, q]. From combinatorial viewpoint the identity (1.1) is equivalent tom+2 identities of linear relations among Hall-Littlewood polynomials [6] associated to certain tuples (not necessary partitions). The first and the last of these linear relations are actually equivalent to the well-known q-binomial identity: m+1
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تاریخ انتشار 1999