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Analysis
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Convex analysis
Convex sets and polytopes in affine spaces
[
49
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45%
]
Subtopics
Faces, diagonals and cross-sections of cubes and parallelepipeds
[
12
/
67%
]
Convex hull as a set of combinations
[
10
/
20%
]
Convexity preserved under set operations
[
9
/
0%
]
Separating and supporting hyperplanes
[
5
/
80%
]
Topological properties of the convex hull
[
5
/
20%
]
Representing convex sets as intersections of half-spaces
[
3
/
67%
]
Extreme points and polar sets
[
2
/
100%
]
Recognizing convexity of specific sets
[
2
/
100%
]
Caratheodory's convex hull theorem
[
1
/
0%
]
Helly's theorem
[
1
/
100%
]