Available versions of this document: latest release, release 4.15, release 4.14, release 4.13, release 4.12, release 4.11, release 4.10, release 4.9, release 4.8, release 4.7, release 4.6, release 4.5, release 4.4, release 4.3, release 4.2, release 4.1, release 4.0, release 3.6, release 3.5, nightly master
Reference documentation for older polymake versions: release 3.4, release 3.3, release 3.2
BigObject Visual::SchlegelDiagram
from application polytope
Visualization of the Schlegel diagram of a polytope.
Methods
no category
-
CONSTRUCTION() Visualize the construction of a 3D Schlegel diagram, that is, the Viewpoint, the 3-polytope and the projection onto one facet.
- Options:
- option list
Visual::Polygons::decorations - Returns:
-
DIRECTED_GRAPH(LinearProgram lp) Illustrate the behavior of a linear objective function on the polytope. Superpose the drawing with the directed graph induced by the objective function.
- Parameters:
LinearProgramlp: a LinearProgram object attached to the polytope.- Returns:
-
MIN_MAX_FACE(LinearProgram lp) Illustrate the behavior of a linear objective function on the polytope. The vertices belonging to
MINIMAL_FACEandMAXIMAL_FACEare drawn in distinct colors- Parameters:
LinearProgramlp: a LinearProgram object attached to the polytope.- Options:
Colormin: minimal face decoration (default: yellow vertices and/or facets)Colormax: maximal face decoration (default: red vertices and/or facets)- Returns:
-
SOLID() Draw the facets of the Schlegel diagram as polytopes.
- Options:
- option list
Visual::Polygons::decorations - Returns:
-
STEINER() UNDOCUMENTED
- Options:
- option list
Visual::PointSet::decorations
-
TRIANGULATION_BOUNDARY() Draw the edges of the TRIANGULATION_BOUNDARY
- Options:
- option list
Visual::Graph::decorations - Returns:
-
TRIANGULATION_BOUNDARY_SOLID() Draw the boundary simplices of the triangulation as solid tetrahedra.
- Options:
- option list
Visual::Polygons::decorations - Returns:
-
VERTEX_COLORS(LinearProgram lp) Illustrate the behavior of a linear objective function on the polytope. Color the vertices according to the values of the objective function.
- Parameters:
LinearProgramlp: a LinearProgram object attached to the polytope.- Options:
Colormin: minimal vertex color (default: yellow)Colormax: maximal vertex color (default: red)- Returns: