most citedSymmetric functions, noncommutative symmetric functions, and quasisymmetric functions

34 citations · 47 across the 8 of their papers we have counts for

collaborators

8 papers

math-ph2004

Coherence and uniqueness theorems for averaging processes in statistical mechanics

Michiel Hazewinkel, Hugo H Torriani

Let S be the set of scalings 1, 2,3,4, ... and consider the corresponding set of scaled lattices in the plane. In this paper averaging operators are defined for plaquette functions…

math.CO2004

Word Hopf algebras

Michiel Hazewinkel

Two important generalizations of the Hopf algebra of symmetric functions are the Hopf algebra of noncommutative symmetric functions and its graded dual the Hopf algebra of quasisym…

math.QA2004

Symmetric functions, noncommutative symmetric functions, and quasisymmetric functions II

Michiel Hazewinkel

Like its precursor this paper is concerned with the Hopf algebra of noncommutative symmetric functions and its graded dual, the Hopf algebra of quasisymmetric functions. It complem…

math.QA200434 cited

Symmetric functions, noncommutative symmetric functions, and quasisymmetric functions

Michiel Hazewinkel

This paper is concerned with two generalizations of the Hopf algebra of symmetric functions that have more or less recently appeared. The Hopf algebra of noncommutative symmetric f…

cs.IR20041 cited

Mathematical knowledge management is needed

Michiel Hazewinkel

In this lecture I discuss some aspects of MKM, Mathematical Knowledge Management, with particuar emphasis on information storage and information retrieval.

math.CO20042 cited

Explicit polynomial generators for the ring of quasi-symmetric functions over the integers

Michiel Hazewinkel

In [5, 6] it has been proved that the ring of quasisymmetric functions over the integers is free polynomial, see also [4]. This is a matter that has been of great interest since 19…