-
The manual says:
>Also note that the integration routines do not currently support non-full dimensional polytopes.
Implement this.
-
In a polymake console
polytope > $p = cube(3)
polytope > print $p->CONNECTIVITY;
3
polytope > print $p->N_EDGES;
12
whereas in pypolymake
sage: import polymake
…
-
Consider this input:
```
julia> F, t = quadratic_field(3)
(Real quadratic field defined by x^2 - 3, sqrt(3))
julia> a = diagonal_matrix(F.([1, -1, -1]))
[1 0 0]
[0 -1 0]
[0 0 …
-
* Other maps of type {4, 4}. (e.g. on a Klein bottle, on a cylinder, ...)
* Cubic toroids
-
Dear Users and developers,
I have a region with almost 100 polytopes and a reference polytope. I started to compare each of the polytope from the region with the Reference polytope. I want to dele…
-
Instead of defining `std::vector` to represent a list which has elements either a Polytope
or `NULL` to represent R^d.
We want to change this structure to `std::vector` and the representation of …
-
Reported on [this ask question](http://ask.sagemath.org/question/29797/non-negative-integer-relations-on-vertices/):
```
sage: vertices = [(1,1,-1,-1,-1),(-1,-1,1,1,-1),(1,-1,-1,-1,1),(-1,1,1,1,1),…
-
To make the user aware of how bad ill-conditioning is in their problem, a quick search leads, e.g., to [this paper](http://www.sciencedirect.com/science/article/pii/016763779500019G).
-
https://en.wikipedia.org/wiki/Ehrhart_polynomial
-
I'm studying the properties of a few classes of convex polytopes and need to check if a given polytope is a unimodular simplex. I couldn't find the code for this in the manual.
Could you please sha…