Let F (z1,... zd)=∏ nj= 1 η lj (z1,..., zd) nj be the quotient of an analytic function by a product
of linear functions lj:= 1−∑ bijzi. We compute asymptotic formulae for the Taylor coefficients …

This thesis examines several aspects of reduced decompositions in finite Coxeter groups.
Effort is primarily concentrated on the symmetric group, although some discussions are …

… Koshevoy has also developed e&cient algorithms to compare two zonotopes and compared
his order to some previous multivariate orders like for instance the one proposed by Taguchi …

Presented is webComputing – a general framework of mathematically oriented services
including remote access to hardware and software resources for mathematical computations, …

Measuring the similarity between rhythms is a fundamental problem in computational music
theory, with many applications such as music information retrieval and copyright …

Verification and simulation have always been complementary, if not competing, approaches
to system design. In this paper, we present a novel method for so-called metric transition …

Memorial Articles EFRON, BRADLEY. Robbins, empirical Bayes and microarrays . . . . 366–378
LAI, TZE LEUNG. Stochastic approxim Page 1 CONTENTS OF VOLUME 31 Memorial …

In this paper, inspired by exact notions of bi-simulation equivalence for discrete-event and
continuous-time systems, we establish approximate bi-simulation equivalence for linear …

… Then P is the zonotope spanned by {z1,...,zk}, ie, P = … If x∈conv{±x1,...,±xk} and x=±xi (∀i),
then there is aj such that replacing xj by x gives a zonotope with smaller area. …

The objective of this paper is to present two types of results on Minkowski sums of convex
polytopes. The first is about a special class of polytopes we call perfectly centered and the …