T. Lam

most citedOn vanishing sums of

m

th roots of unity in finite fields

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.CO2000

Lattice polytopes with distinct pair-sums

M. D. Choi, T. Y. Lam, Bruce Reznick

Let P be a lattice polytope in R^n, and let P \cap Z^n = {v_1,...,v_N}. If the N + \binom N2 points 2v_1,...,2v_N; v_1+v_2,...v_{N-1}+v_N are distinct, we say that P is a "distinct…

math.NT1996★ 1 cited

On vanishing sums of $m$ th roots of unity in finite fields

T. Y. Lam, K. H. Leung

In an earlier work, the authors have determined all possible weights $n$ for which there exists a vanishing sum $ζ_{1} + \dots + ζ_{n} = 0$ of $m$ th roots of unity $ζ_{i}$ in characteristic…

Lattice polytopes with distinct pair-sums

On vanishing sums of mth roots of unity in finite fields

On vanishing sums of $m$ th roots of unity in finite fields