API for partitions
Additive Partitions of Integers

Global functions
Durfee	Man page
P	Man page
Q	Man page
R	Man page
S	Man page
`allbinom`	Source code
`genrif`	Source code
`mset`	Source code
`multinomial`	Source code
`multiset`	Source code
`riffle`	Source code
`vec_to_eq`	Source code
`vec_to_set`	Source code
allbinom	Man page
allriffles	Man page
as.matrix.partition	Man page
as.partition	Man page
bin	Man page
bintocomp	Man page
blockparts	Man page
c_allblockparts	Man page
c_alldiffparts	Man page
c_allparts	Man page
c_allperms	Man page
c_allrestrictedparts	Man page
c_bintocomp	Man page
c_comptobin	Man page
c_conjugate	Man page
c_durfee	Man page
c_multiset	Man page
c_nextblockpart	Man page
c_nextdiffpart	Man page
c_nextpart	Man page
c_nextrestrictedpart	Man page
c_numbdiffparts	Man page
c_numbparts	Man page
c_plainperms	Man page
c_tobin	Man page
c_wrap	Man page
compositions	Man page
comptobin	Man page
conjugate	Man page
diffparts	Man page
durfee	Man page
durfee_sorted	Man page
firstblockpart	Man page
firstcomposition	Man page
firstdiffpart	Man page
firstpart	Man page
firstrestrictedpart	Man page
genrif	Man page
islastblockpart	Man page
islastcomposition	Man page
islastdiffpart	Man page
islastpart	Man page
islastrestrictedpart	Man page
listParts	Man page
mset	Man page
multinomial	Man page
multiset	Man page
nextblockpart	Man page
nextcomposition	Man page
nextdiffpart	Man page
nextpart	Man page
nextrestrictedpart	Man page
numbrestrictedparts_R	Man page
partitions	Man page
partitions-package	Man page
parts	Man page
perms	Man page
plainperms	Man page
print	Man page
print.equivalence	Man page
print.partition	Man page
print.summary.partition	Man page Source code
restrictedparts	Man page
riffle	Man page
setparts	Man page
summary.partition	Man page
tobin	Man page
todec	Man page
vec_to_eq	Man page
vec_to_set	Man page