Van Vu

most citedRandom symmetric matrices are almost surely non-singular

9 citations · 13 across the 4 of their papers we have counts for

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math.NT2005

Long arithmetic progressions in sumsets: Thresholds and Bounds

E. Szemeredi, V. Vu

For a set $A$ of integers, the sumset $l A = A + ... + A$ consists of those numbers which can be represented as a sum of $l$ elements of $A$ $l A = {a_{1} + ... a_{l} ∣ a_{i} \in A_{i}} .$ A clo…

math.NT2005★ 4 cited

Olson's theorem for cyclic groups

V. Vu

Let $n$ be a large number. A subset $A$ of $Z_{n}$ is complete if $S_{A} = Z_{n}$ , where $S_{A}$ is the collection of the subset sums of $A$ . Olson proved that if $n$ is a prime and $|A|>…