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On the ordinary and signed Göllnitz--Gordon partitions

Published 18 Dec 2018 in math.CO | (1812.07550v1)

Abstract: Dedicated to George E. Andrews on the occasion of his 70th birthday. Submitted to a special issue for this occasion. We use Andrews' notion of a `signed partition' (i.e. partition where some parts are allowed to be negative) to interpret the G\"ollnitz--Gordon sum, and then provide a bijective map between these signed partitions and the usual G\"ollnitz--Gordon partitions (partitions with difference at least two between parts, and no consecutive even parts).

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