Parity indices of partitions
Parity of the partition function.
Parity results for broken k-diamond partitions and (2k+1)-cores
Parking functions of types A and B.
Partially Ordered Sets and the Rogers-Ramanujan Identities.
Partite construction and Ramseyan theorems for sets, numbers and spaces
Partition ideals of order 1, the Rogers-Ramanujan identities and computers
Partition identities with an application to group representation theory.
Partitionen und lineare Gleichungssysteme.
Partitions and congruences in algebras. I. Basic properties
Partitions excluding specific polygonal numbers as parts.
Partitions sans petites parts (II)
On désigne par le nombre de partitions de l’entier en parts supérieures ou égales à , et le nombre de partitions de de plus petite part . Dans un précédent article (voir [9]) un développement asymptotique de est obtenu uniformément pour ; on complète ce développement uniformément pour . Afin de prolonger les résultats jusqu’à , on donne un encadrement de valable pour en utilisant la relation où désigne le nombre de partitions de en exactement parts. On donne aussi une...
Partitions which are - and -core.
Partitions with designated summands
Partitions with numbers in their gaps
Partitions with parts in a finite set and with parts outside a finite set.
Permutations et partitions : tableaux à marges égales et distance partitionnelle
Permutations which make transitive groups primitive
In this article we look into characterizing primitive groups in the following way. Given a primitive group we single out a subset of its generators such that these generators alone (the so-called primitive generators) imply the group is primitive. The remaining generators ensure transitivity or comply with specific features of the group. We show that, other than the symmetric and alternating groups, there are infinitely many primitive groups with one primitive generator each. These primitive groups...
Plane partition diamonds and generalizations.
Plane partitions IV: A conjecture of Mills-Robbins-Rumsey.