Christopher G. Pinner

activity

20142026

most citedMinimal Group Determinants For Dicyclic Groups

12 citations · 39 across the 18 of their papers we have counts for

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Showing 2021Show all

3 papers · 1 filter

math.NT2021

The Integer group determinants for the Heisenberg group of order $p^{3}$

Michael J. Mossinghoff, Christopher Pinner

We establish a congruence satisfied by the integer group determinants for the non-abelian Heisenberg group of order $p^{3}$ . We characterize all determinant values coprime to $p$ , gi…

math.NT2021★ 5 cited

Integer circulant determinants of order 15

Bishnu Paudel, Chris Pinner

We consider the values taken by $n \times n$ circulant determinants with integer entries when $n$ is the product of two distinct odd primes $p, q$ . These correspond to the integer gr…

math.NT2021★ 12 cited

Minimal Group Determinants For Dicyclic Groups

Bishnu Paudel, Chris Pinner

We determine the minimal non-trivial integer group determinant for the dicyclic group of order $4 n$ when $n$ is odd. We also discuss the set of all integer group determinants for t…

The Integer group determinants for the Heisenberg group of order p3

Integer circulant determinants of order 15

Minimal Group Determinants For Dicyclic Groups

The Integer group determinants for the Heisenberg group of order $p^{3}$