Statistical Field Theory and Applications:

Equation 2.17 shows that zeta regularized determinants, defined by purely spectral condi- tion, admit a position space representation in terms of Feynman amplitudes and that

We describe athermal packings and their observed geometric phase transitions using equilibrium statistical mechanics and develop a fully microscopic, mean-field theory of the

We show that one can thus obtain information from static light scattering experiments on the concentration dependence of both the micellar size distribution and the

Equation (12) has all the features required to describe a second-order lamellar-to-cubic phase transition. the average principal curvatures of the bilayer. However,

Pour illustrer la difficulté Pb2, comparons les résultats obtenus lorsque le principe du maximum est appliqué aux systèmes de jeux à champ moyen avec et sans interaction par la loi

of elliptic curves having complex multiplication with special Γ-values (cf. Function field, Kronecker limit formula, Eisenstein series, Drinfeld modules... This work was supported

We do not discuss here such edge modes that should be described by conformal field theories but show that the formalism of Wess-Zumino amplitudes provides a powerful tool to compute

In 2017, UMONS, along with UCLouvain and Multitel, initiated the so-called “Deep Learning Academy” with the aim of organising quarterly gatherings for dozens of researchers