Add to ORKGEnsino Médio::MatemáticaThe general Heilbronn problem finds maxima for points in unit objects. In this Demonstration, the author has tried to maximize the smallest tetrahedral volume that can be formed from points in a unit cube. Likely none of these are optimal solution
Abstract “... nihil omnino in mundo contingint, in quo non maximi minimive ratio quapiam eluceat”, t...
International audienceWe prove that the planar hexagonal honeycomb is asymptotically optimal for a l...
International audienceWe prove that the planar hexagonal honeycomb is asymptotically optimal for a l...
Ensino Médio::MatemáticaThe general Heilbronn problem finds maxima for points in unit objects. In th...
noneFor n points in a square of side length one, find the three points that make the triangle with m...
Heilbronn conjectured that given arbitrary n points form R"2, located in the unit square (or ci...
AbstractFor given integers d,j≥2 and any positive integers n, distributions of n points in the d-dim...
Heilbronn's triangle problem asks for the least \Delta such that n points lying in the unit dis...
From among (n/3) triangles with vertices chosen from n points in the unit square, let T be the one w...
From among � � n triangles with vertices chosen from n points in the unit square, 3 let T be the on...
AbstractWe consider a variant of Heilbronn's triangle problem by asking for a distribution of n poin...
AbstractGiven 3n points in the unit square, n ⩾ 2, they determine n triangles whose vertices exhaust...
AbstractFor given integers d,j≥2 and any positive integers n, distributions of n points in the d-dim...
AbstractLet F be a convex figure with area |F| and let G(n,F) denote the smallest number such that f...
International audienceWe prove that the planar hexagonal honeycomb is asymptotically optimal for a l...
Abstract “... nihil omnino in mundo contingint, in quo non maximi minimive ratio quapiam eluceat”, t...
International audienceWe prove that the planar hexagonal honeycomb is asymptotically optimal for a l...
International audienceWe prove that the planar hexagonal honeycomb is asymptotically optimal for a l...
Ensino Médio::MatemáticaThe general Heilbronn problem finds maxima for points in unit objects. In th...
noneFor n points in a square of side length one, find the three points that make the triangle with m...
Heilbronn conjectured that given arbitrary n points form R"2, located in the unit square (or ci...
AbstractFor given integers d,j≥2 and any positive integers n, distributions of n points in the d-dim...
Heilbronn's triangle problem asks for the least \Delta such that n points lying in the unit dis...
From among (n/3) triangles with vertices chosen from n points in the unit square, let T be the one w...
From among � � n triangles with vertices chosen from n points in the unit square, 3 let T be the on...
AbstractWe consider a variant of Heilbronn's triangle problem by asking for a distribution of n poin...
AbstractGiven 3n points in the unit square, n ⩾ 2, they determine n triangles whose vertices exhaust...
AbstractFor given integers d,j≥2 and any positive integers n, distributions of n points in the d-dim...
AbstractLet F be a convex figure with area |F| and let G(n,F) denote the smallest number such that f...
International audienceWe prove that the planar hexagonal honeycomb is asymptotically optimal for a l...
Abstract “... nihil omnino in mundo contingint, in quo non maximi minimive ratio quapiam eluceat”, t...
International audienceWe prove that the planar hexagonal honeycomb is asymptotically optimal for a l...
International audienceWe prove that the planar hexagonal honeycomb is asymptotically optimal for a l...