Exact Random Generation of Symmetric and Quasi-symmetric Alternating-sign Matrices
Texte intégral
Figure
Documents relatifs
L’archive ouverte pluridisciplinaire HAL, est destinée au dépôt et à la diffusion de documents scientifiques de niveau recherche, publiés ou non, émanant des
Langmuir probe diagnostic systems presently employed on Alcator C-Mod and elsewhere generally suffer from a severe limitation: unless multiple electrode or high-frequency bias
Our upper bounds grow as the square root of the degree of the hypersurfaces as the latter grows to infinity, with a coefficient involving the K¨ahlerian volume of the real locus of
We have theoretical results on the rate of convergence of the variance of the mean estimator (as n → ∞) only for narrow special cases, but our empirical results with a variety
fourth part, using this theory, we study the simple modules for Hecke algebras in the so called semisimple case which is the easier case to consider.. We then begin the study of
To understand the various quantities appearing in the computations, we first consider the diagonal cases (that is when we start directly on some processes on the roots of P (X )),
In fact, we shall prove that there exist a symmetric singular measure for which the convolution is absolutely continuous with continuous Radon-Nikodym derivative.. Our
Thus when we restrict our attention to well-generated irreducible complex reflection groups, the question of whether or not all noncrossing partition lattices admit a symmetric