On the Ordinary and Signed Göllnitz-Gordon Partitions

Andrew Sills

On the Ordinary and Signed Göllnitz-Gordon Partitions

Andrew Sills

Mathematical Sciences

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Abstract

A partition of an integer n is a representation of n as an unordered sum of positive integers. In a recent paper [1], Andrews introduced the notion of a "signed partition," that is, a representation of a positive integer as an unordered sum of integers, some possibly negative.

Original language	American English
Journal	South East Asian Journal of Mathematics and Mathematical Sciences
Volume	6
State	Published - Jan 1 2008

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Education
Mathematics

Keywords

Ordinary Göllnitz-Gordon partitions
Signed Göllnitz-Gordon partitions

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On the Ordinary and Signed G llnitz-Gordon PartitionsFinal published version, 154 KBLicense: Unspecified

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abstract = " A partition of an integer n is a representation of n as an unordered sum of positive integers. In a recent paper [1], Andrews introduced the notion of a {"}signed partition,{"} that is, a representation of a positive integer as an unordered sum of integers, some possibly negative.",

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KW - Signed Göllnitz-Gordon partitions

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JO - South East Asian Journal of Mathematics and Mathematical Sciences

JF - South East Asian Journal of Mathematics and Mathematical Sciences

ER -

On the Ordinary and Signed Göllnitz-Gordon Partitions

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