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15
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Is every finite descending sequence in [0,1] in convex hull of certain points?

Published on
#inequality #polytopes #convex-hulls
468
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What exactly the Ellipsoid method does?

Published on
#optimization #convex-optimization #linear-programming #discrete-optimization #convex-hulls
483
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Why is the determinant test attractive for the Convex Hull algorithm?

Published on
#computational-geometry #convex-hulls
78
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Unit-length 2D curve segment with maximal width along all directions

Published on
#geometry #optimization #euclidean-geometry #convex-geometry #convex-hulls
84
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A point in a convex hull

Published on
#convex-analysis #convex-geometry #convex-hulls
849
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Why is Sklansky algorithm convex hull wrong

Published on
#convex-hulls
123
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Proving this convex hull lemma

Published on
#geometry #computer-science #convex-hulls
75
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Why do we check $n^2 - n$ pairs of points in SlowConvexHull algorithm?

Published on
#algorithms #computational-geometry #convex-hulls
306
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Convex combination of $2^n$ vectors from cartesian products of half-spaces

Published on
#combinatorics #convex-analysis #convex-geometry #convex-hulls
45
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There exists $\vec{w}$ such that $\vec{\beta}_j\cdot \vec{w}>0$ $\iff$ the origin is not in the convex hull of $\vec{\beta}_j$ and $\vec{e}_i$.

Published on
#linear-algebra #convex-analysis #convex-hulls
788
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Is the convex hull of an epigraph of a function an epigraph of some function?

Published on
#convex-hulls
208
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Closed convex hull, Caratheodory

Published on
#functional-analysis #convex-analysis #convex-hulls
455
Views

Finding the vertices of linear image of the $n$-simplex

Published on
#reference-request #linear-transformations #simplex #polytopes #convex-hulls
776
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Convex Hull of the Union of Subgradients

Published on
#optimization #nonlinear-optimization #convex-hulls #non-convex-optimization
139
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6-polytope with 8 vertices

Published on
#euclidean-geometry #polytopes #convex-hulls

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