Macdonald Polynomials: Combinatorics and representations (2008–2010)

Abstract:
Symmetric functions are a powerful tool for dealing with a wide variety of questions in combinatorics, representation theory and algebraic geometry. This proposal aims to tackle several deep, new problems in the field of algebraic combinatorics and combinatorial represenation theory through the study of symmetric functions.
Grant type:
ARC Discovery Projects
Researchers:
  • Chair and Professor of Pure Maths
    School of Mathematics and Physics
    Faculty of Science
Funded by:
Australian Research Council