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Re: D=5



"We have already discussed these things a couple of years
ago (16-18 JUL 2000) in this forum in a thread whose
subject was, appropriately, "Re: Hypercube"."

and it was mentioned that G. Gamov in on of his books (1, 2, 3,
Infinity?) discussed this very question?

bc


David Bowman wrote:

Regarding John Denker's homework problem.

Homework: As a function of D (the number of dimensions
in the hypercube), from D=1 to D=6, calculate the
number of d=0 corners, the number of d=1 edges,
the number of d=2 faces, the number of d=3 hyperfaces,


cut

if you are interested in the numbers of lower dimensional
parts on the boundary of a D-dimensional simplex.

David Bowman
georgetowncollege.edu