OK sir. Thank you very much for your reply.
On Thursday, 7 March 2013 15:29:41 UTC+10:30, Anton Sherwood wrote:
>
> On 2013-3-06 17:51, Asad Akhlaq wrote:
> > Thanks for your reply. One more question please. In the original
> > simplex I have 9 vertices and each vertex is connected to 8 others.
On 2013-3-06 17:51, Asad Akhlaq wrote:
Thanks for your reply. One more question please. In the original
simplex I have 9 vertices and each vertex is connected to 8 others.
In the new polytope, after cut by hyperplane, I have 5 vertices from
the original simplex (that are connected to each other)
Thanks for your reply. One more question please. In the original simplex I
have 9 vertices and each vertex is connected to 8 others. In the new
polytope, after cut by hyperplane, I have 5 vertices from the original
simplex (that are connected to each other) plus 16 new vertices. Now how
can I k
On 2013-3-05 16:04, Asad Akhlaq wrote:
... My ultimate goal is to find the volume of this new piece.
To find the volume of this piece, can I just take a convex hull
of these 21 vertices and find the volume of that piece? Will it
give me the correct result?
Yes: since the original object (a sim
Hi,
Thanks for your reply. Actually I am not a guy from mathematics and don't
have a v. good background either. Actually I have a simplex in 9D (it is a
simplex of A8) with nine vertices. Each of these vertices are connected to
each other (means each vertex is connected to eight other vertices
On 2013-3-04 22:21, Asad Akhlaq wrote:
I am solving a problem where I want know that whether certain
vertices on a hyperplane are connected to each other or not (i.e
there exists an edge between two vertices). Say in a 2D plane, if I
have 3 or more vertices (points), how can I decide that if all
Hi,
I am solving a problem where I want know that whether certain vertices on a
hyperplane are connected to each other or not (i.e there exists an edge
between two vertices). Say in a 2D plane, if I have 3 or more vertices
(points), how can I decide that if all or some of these vertices are
