I have a reference simplex, and 10 other simplex that I would compare to this one.
every simplex have the origine of coordinate as a top, and in addition 4 other tops every one on one axis.
I'd like to find the most similar simplex to the reference one.
look at this figure that represent triangles (3simplex):
we know the distance of every top to the origine.
what criteria would we use to compare two simplex?
I think about comparing hypervolumes and barycenters?