Lenny Fukshansky

Z^{2}

4 citations · 4 across the 2 of their papers we have counts for

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math.NT2008

Effective structure theorems for symplectic spaces via height

Lenny Fukshansky

Given a $2 k$ -dimensional symplectic space $(Z, F)$ in $N$ variables, $1 < 2 k \leq N$ , over a global field $K$ , we prove the existence of a symplectic basis for $(Z, F)$ of bounded he…

math.NT2007★ 4 cited

On similarity classes of well-rounded sublattices of $Z^{2}$

Lenny Fukshansky

A lattice is called well-rounded if its minimal vectors span the corresponding Euclidean space. In this paper we study the similarity classes of well-rounded sublattices of ${\math…

Effective structure theorems for symplectic spaces via height

On similarity classes of well-rounded sublattices of Z2

On similarity classes of well-rounded sublattices of $Z^{2}$