Dual Perturb and Combine Algorithm

In the sequel we consider the dual lamination L(T ) as algebraic lamination L 2 (T ), i.e.. An extended pseudo- metric is just like a metric, except that distinct points P, Q may

Let F N be a free group of finite rank N ≥ 2, and let T be an R -tree with a very small, minimal action of F N with dense orbits.. The correspondence between these two objects,

Looking at the scores obtained by the square and rect- angle nodes in 8 slightly perturbed versions of the original network (a few edges added/deleted at random), we can ob- serve

However, the partition function term is hard to compute, and thus causes an unsolvable problem for the maximum likelihood learning process in the general case, and thereby we propose

In the paper we propose an algorithm for nding approximate sparse solutions of convex optimization problem with conic constraints and examine convergence properties of the

Diurnal variations of upper and middle tropospheric humid- ity have been examined in conjunction with diurnal varia- tions of precipitation intensity and high clouds (i.e.,

Il appara•t plus que jamais que les risques de fortes pr•cipitations sont bien le propre de la vall•e du Rhƒne de Lyon ‚ la M•diterran•e, avec une