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guillermo's profile - overview
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karma
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Registered User
real name
Guillermo Pineda Villavicencio
member since
9 years ago
last seen
0 years ago
todays unused votes
30
votes left
9
Questions
409
views
1
answer
2
votes
9 years ago
tmonteil
Isomorphisms of 2-skeletons of polytopes
polytope
face_lattice
Poset
330
views
1
answer
2
votes
5 years ago
jipilab
About algorithm for testing whether a point is in a V-polyhedron
polyhedra
point
algorithm
622
views
2
answers
2
votes
5 years ago
jipilab
Is it possible to compute the face lattice of a polytope from its vertex-facet incidences?
face_lattice
polytope
VertexFacetIncidence
Poset
757
views
1
answer
1
vote
6 years ago
Sébastien
A linkage problem
vertex-disjoint
linkage
401
views
1
answer
1
vote
4 years ago
jipilab
Shelling order of a simplicial polytope
polytope
SimplicialComplex
shelling
263
views
1
answer
1
vote
3 years ago
tmonteil
Nontrivial edge cuts
edge-cut
edge-connectivity
1k
views
1
answer
1
vote
9 years ago
tmonteil
Randomly generated simple polytopes with given number of vertices
polytope
no
views
no
answers
no
votes
8 years ago
guillermo
Is there a way to compute the face lattice of a polytope from its vertex-facet incidences? [deleted]
147
views
no
answers
no
votes
0 years ago
guillermo
mini-AES inconsistent implementation between v4.5.1 and v10.3
AES
mini-AES
cryptography
sagecrypto
confirmed_issue
1
Answer
1
How do I get the inverse of an element in a finite field GF(p)?
0
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20
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polytope
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Poset
× 4
face_lattice
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vertex-disjoint
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linkage
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SimplicialComplex
× 2
cryptography
× 2
sagecrypto
× 2
VertexFacetInc...
× 2
AES
× 2
shelling
× 2
edge-cut
× 2
edge-connectivity
× 2
confirmed_issue
× 2
mini-AES
× 2
polyhedra
× 1
algorithm
× 1
point
× 1
finite-fields
× 1
finite-field
× 1
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Randomly generated simple polytopes with given number of vertices
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Randomly generated simple polytopes with given number of vertices
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About algorithm for testing whether a point is in a V-polyhedron
Is it possible to compute the face lattice of a polytope from its vertex-facet incidences?
Isomorphisms of 2-skeletons of polytopes
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Randomly generated simple polytopes with given number of vertices
Is it possible to compute the face lattice of a polytope from its vertex-facet incidences?
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