Real Analytic Germs and Theri Varieties at Isolated Singularities.
Topological Type in Families of Germs.
S-functions and characters of Lie algebras and Lie groups
Real algebraic structures on topological spaces
On the rooted Tutte polynomial
The Tutte polynomial is a generalization of the chromatic polynomial of graph colorings. Here we present an extension called the rooted Tutte polynomial, which is defined on a graph where one or more vertices are colored with prescribed colors. We establish a number of results pertaining to the rooted Tutte polynomial, including a duality relation in the case that all roots reside around a single face of a planar graph.
The hive model and the polynomial nature of stretched Littlewood-Richardson coefficients.
The hive model and the factorisation of Kostka coefficients.
Page 1