Partitions of n elements into k groups



Partitions of n elements into k groups

A partition of n objects into k groups is one of the possible ways of subdividing the n objects into k groups ($kleq n$). The rules are:

  1. the order in which objects are assigned to a group does not matter;

  2. each object can be assigned to only one group.

The following subsections give a slightly more formal definition of partition into groups and deal with the problem of counting the number of possible partitions into groups.


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