Partition function (number theory): Difference between revisions

Content deleted Content added
No edit summary
mNo edit summary
Line 5:
1. smallest [[addend]] is ''k''
 
2. smallest addend is [[strictly greater than]] than ''k''
 
The number of partitions meeting the first condition is p(''k'',''n''-''k''). To see this, imagine a list of all the partitions of the number ''n''-''k'' into numbers of size at least ''k'', then imagine appending "+''k''" to each partition in the list. Now what is it a list of?