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- Xref: sparky sci.math:15287 sci.physics:19292
- Newsgroups: sci.math,sci.physics
- Path: sparky!uunet!zaphod.mps.ohio-state.edu!caen!uvaarpa!vdoe386!rvgs!abond
- From: abond@rvgs.vak12ed.edu (Andrew H. Bond)
- Subject: Re: Hypercube/k-cube
- Message-ID: <1992Nov20.103930.26762@rvgs.vak12ed.edu>
- Organization: Virginia's Public Education Network (Roanoke)
- References: <1992Nov19.100311.24590@alf.uib.no>
- Date: Fri, 20 Nov 92 10:39:30 GMT
- Lines: 43
-
- leife@ii.uib.no writes:
- > Question about Hypercubes/k-cubes.
- > ---------------------------------
- >
- > Can someone please help me in finding relevant
- > litterature which outlines basic properties of
- > the hypercube/k-cube.
- >
- > (My view of a k-cube is a graph where vertices
- > correspond to the binary k-tuples and the edges
- > connect those vertices having a Ham. distance
- > of 1)
- >
- > Thanks,
- >
- > Erik
- >
- > ==========================================
- >
- >
-
- For an entertaining look at dimensions check out _Flatland,_A
- Romance_Of_Many_Dimensions_, by Edwin Abbot
-
- BTW, I have found that Dover books (a publisher of the above),
- is an excellent, low cost source (Flatland cost $2.25 new),
- classic technical works, many of which are out of print and
- otherwise unavailable.
-
- You can write for a free catalog:
-
- Dept. GI
- Dover Publications, Inc.
- 31 East 2nd St.
- Mineola, NY 11501
-
- No, I don't work for Dover, I am just a very satisfied
- customer, and I want to see them do well for my own selfish
- reasons (I want them to pub. more titles)!
-
- Thanks for the bandwidth--AHB.
- --
- Andrew H. Bond, Roanoke Valley Graduate Center
-