A historical survey of P-partitions

Abstract

We give a historical survey of the theory P-partitions, starting with MacMahon's work, describing Richard Stanley's contributions and his related work, and continuing with more recent developments.

To be published in Richard Stanley's 70th Birthday Festschrift

References in corpus (1)

• The Flag Descent Algebra and the Colored Eulerian Descent Algebra

Cited by in corpus (8)

• The expected jaggedness of order ideals
• Order Quasisymmetric Functions Distinguish Rooted Trees
• Double posets and the antipode of QSym
• Flagged $(\mathcal{P},\rho )$-partitions
• A $q$-deformation of an algebra of Klyachko and Macdonald's reduced word formula
• Specializations of colored quasisymmetric functions and Euler-Mahonian identities
• The Colored Eulerian Descent Algebra
• On q-integrals over order polytopes