Jul 4, 2012 · On the positive side we show that in dimension 2 there exists a polynomial time algorithm for each fixed k that either determines a minimizing ...
Abstract. The parametric lattice-point counting problem is as follows: Given an integer matrix A ∈ Zm×n. , compute an explicit.
Dec 18, 2013 · The parametric lattice-point counting problem is as follows: Given an integer matrix A ∊ ℤm×n, compute an explicit formula parameterized by ...
On the positive side we show that in dimension 2 there exists a polynomial time algorithm for each fixed k that either determines a minimizing translation or ...
The parametric lattice-point counting problem is as follows: Given an integer matrix $A \in Z^{m \times n}$, compute an explicit formula parameterized by $b ...
Bibliographic details on Minimizing the number of lattice points in a translated polygon.
The parametric lattice-point counting problem is as follows: Given an integer matrix A ∈ Zm×n, compute an explicit formula parameterized by b ∈ Rm that ...
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May 19, 2014 · I'm trying to find the number of lattice points that strictly lie inside the boundary. I know Pick's theorem is A = i + b/2 - 1 where A = the area of the ...
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Minimizing the number of lattice points in a translated polygon. Eisenbrand F., Hähnle N. Expand. Publication type: Proceedings Article.
This process gives the idea for an algorithm that simplifies a given parametric surface by reparametrization.
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