Dynamic models of residential segregation: An analytical solution

This modern vision of modelling has been mainly enlighted by the complex systems theory (LeMoigne 1999) which allows to deal with the dynamic detection of emergent organizations

We finish the section dedicated to A n − 1 by giving the global outline of the procedure MNS KostantA(v) com- puting the Kostant partition number of a vector v lying in the

When the transcription rates were slowed by diluting both UTP and rNTPs, there was still a slight preference towards the WRC hotspot motifs but activity also peaked at

In the remainder of this paper, we will implicitly assume that all link diagrams are connected, and that a diagram is alternating within each twist region... Thurston [29,

But for finite depth foliations (which have two sided branching), there are many examples where it is impossible to make the pseudo-Anosov flow transverse to the foliation [Mo5] and

In Section 7, by using H¨ ormander’s L 2 estimates, we establish the local L 2 closed range property for (0) b with respect to Q (0) for some weakly pseudoconvex tube domains in C n

In this paper, we propose a nonlocal model for linear steady Stokes equation with no-slip boundary condition.. The main idea is to use volume constraint to enforce the no-slip

i) We need two image charges, one for each one of the real charges producing the constant external electric field.. The first term is just the potential due to the external field