#### Document Type

Article

#### Publication Date

2008

#### Publication Title

South East Asian Journal of Mathematics and Mathematical Sciences

#### ISSN

0972-7752

#### 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.

#### Recommended Citation

Sills, Andrew.
2008.
"On the Ordinary and Signed Göllnitz-Gordon Partitions."
*South East Asian Journal of Mathematics and Mathematical Sciences*, 6: 63-68.
source: http://www.math.rutgers.edu/~asills/GGSigned/GGSigned.pdf

https://digitalcommons.georgiasouthern.edu/math-sci-facpubs/164

## Comments

This is a preprint of the final published article.