jipilab's profile - overview

● Enlightened   × 1

• Can sage compute the h* vector of a polytope?

● Scholar   × 1

• How to literally print the output of tab completion in the command line?

● Necromancer   × 12

• Visualizing Polyhedron with specified range
• Computing the volume of a polytope that is not full-dimensional
• Is it possible to compute the face lattice of a polytope from its vertex-facet incidences?
• combinatorial equivalence for Polyhedra / isomorphism for lattices
• Memory leak in Polyhedron?
• No Output Given : []
• I.variety() : missing solution values
• find one interior point of a polyhedron
• Speed of enumerating integer points in polytope
• Can sage compute the h* vector of a polytope?
• Projection along affine hull
• Can the base ring of a polyhedron be restricted?

● Good Answer   × 4

• PolyhedronFace
• Typo in Sage documentation (no. 2)
• Is it possible to compute the face lattice of a polytope from its vertex-facet incidences?
• Can sage compute the h* vector of a polytope?

● Commentator   × 1

• Can I intersect the boundaries of two polyhedra and display it?

● Popular Question   × 1

• How to literally print the output of tab completion in the command line?

● Student   × 1

• How to literally print the output of tab completion in the command line?

● Supporter   × 1

• Clearing all user-defined variables from current session

● Teacher   × 1

• Can the base ring of a polyhedron be restricted?

● Editor   × 1

• Can the base ring of a polyhedron be restricted?

● Nice Answer   × 11

• Obtaining quotient posets of the Boolean lattice via Sage
• No Output Given : []
• PolyhedronFace
• Typo in Sage documentation (no. 2)
• Lattices via sage
• Computing the volume of a polytope that is not full-dimensional
• Is it possible to compute the face lattice of a polytope from its vertex-facet incidences?
• Memory leak in Polyhedron?
• Can sage compute the h* vector of a polytope?
• Speed of enumerating integer points in polytope
• Hi, there: I am computing the eigenvalues and eigenvectors of the following complex matrix. It looks that Sage does not give the right answer?