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- cones× 2
- geometry× 1
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● Nice Question × 4

- Projection along affine hull
- Can sage compute the h* vector of a polytope?
- Is there a function to map faces of a cone its dual?
- Why can't I compute the ehrhart polynomial of a polytope?

- Problems Installing TOPCOM
- Rewriting paths gives OSError before launching Sage
- What is the most efficient way to "look up" a face in the face lattice of a polyhedron?
- Can sage compute the face decomposition of a minkowski sum?
- How can I make a python function return a polynomial?
- Projection along affine hull
- Can sage extend bases?
- Can sage compute the h* vector of a polytope?
- Is there a function to map faces of a cone its dual?
- Can sage compute a basis for the graded parts of a graded ring?
- Can the base ring of a polyhedron be restricted?
- Why can't I compute the ehrhart polynomial of a polytope?
- Is it possible to remove the latex parentheses from exponential functions?
- Will "solve_right" return integer solutions if one exists?
- Is it possible to customize the default behavior of sagetex?
- Why can't I use the sagesilent environment in AtBeginDocument?
- Can I define a graded ring in sage?
- Can sage compute the Minkowski sum of two cones?

- Problems Installing TOPCOM
- Rewriting paths gives OSError before launching Sage
- Can sage compute the face decomposition of a minkowski sum?
- What is the most efficient way to "look up" a face in the face lattice of a polyhedron?
- Can sage compute the h* vector of a polytope?
- How can I make a python function return a polynomial?
- Why can't I compute the ehrhart polynomial of a polytope?
- Projection along affine hull
- Can sage extend bases?
- Can I define a graded ring in sage?
- Will "solve_right" return integer solutions if one exists?

● Famous Question × 5

- Can sage extend bases?
- Problems Installing TOPCOM
- How can I make a python function return a polynomial?
- Can sage compute the h* vector of a polytope?
- What is the most efficient way to "look up" a face in the face lattice of a polyhedron?

● Student × 1

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