spe@spice.cs.cmu.edu (Sean Engelson) (07/14/87)
Keywords: I am looking for any and all references that deal with mappings from multisets to elements of the multiset domain. Even references which deal with ordinary sets would be helpful. I.e.: We define M(S) = set of all multisets consisting of elements in S. I am interested in the mappings f: M(T) --> T Are any of you mathematicians out there familiar with anything written on this subject? Thanks, Sean Engelson spe@spice -- Credo, ergo absurdum est. LISP ::= ((())((Lots(())))(()(()(of(((Idiotic)())()()(Silly(()))()(Parentheses)))))) ---------------------------------------------------------------------- Sean Philip Engelson I have no opinions. Carnegie-Mellon University Therefore my employer is mine. Computer Science Department ---------------------------------------------------------------------- ARPA: spe@spice.cs.cmu.edu UUCP: {harvard | seismo | ucbvax}!spice.cs.cmu.edu!spe
drw@cullvax.UUCP (Dale Worley) (07/15/87)
spe@spice.cs.cmu.edu (Sean Engelson) writes: > I am looking for any and all references that deal with mappings from > multisets to elements of the multiset domain. Even references which deal > with ordinary sets would be helpful. This is an extremely broad subject. If the sets you are dealing with are finite, try anything under "combinatorics". Dale