2015-01-01

# The multisubset sum problem for finite abelian groups

## Publication

### Publication

*Ars Mathematica Contemporanea , Volume 8 - Issue 2 p. 417- 423*

We use a similar techique as in [2] to derive a formula for the number of multisubsets of a finite abelian group G with any given size and any given multiplicity such that the sum is equal to a given element g ∈ G. This also gives the number of partitions of g into a given number of parts over a finite abelian group.

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Keywords | Character, Composition, Finite abelian groups, Finite fields, Partition, Polynomials, Subset sum |

Journal | Ars Mathematica Contemporanea |

Citation |
Muratović-Ribić, A. (Amela), & Wang, Q. (2015). The multisubset sum problem for finite abelian groups.
Ars Mathematica Contemporanea, 8(2), 417–423. |