Maximal Kruskal ranks
A set of points has maximal Kruskal ranks if every subset imposes the maximum number of conditions on forms of degree d for all d.
Load functions to verify maximal Kruskal ranks
Click the "Evaluate" button below to define the functions in the file MaximalKruskalRanks .
Numerically verify that a general set of thirteen points has maximal Kruskal ranks
The following code generates a list of thirdteen points randomly in complex projective three-space.
Let's verify that these have maximal Kruskal ranks.
An example that does not have maximal Kruskal ranks
The following collection of points has a subset of ten points that fails to impose independent conditions on quadrics.