[math-fun] one-to-one relation (odd partitions) <-> (non-repeat partitions)

20 Aug 2005

      It is well known that both are equal in count,
but can anyone point me to a one-to-one
transformation rule between both sets?
example:
{{7}, {6,1}, {5,2}, {4,3}, {4,2,1}}
to & from
{{7}, {5,1,1}, {3,3,1}, {3,1,1,1,1}, {1,1,1,1,1,1,1}}

or is this a well known *dumb* question?

W.

[math-fun] one-to-one relation (odd partitions) <-> (non-repeat partitions)

wouter meeussen