Ergodic behaviour of “signed voter models”

Furthermore, since the SBG is constructed from the Bond Graph (BG) model, the use of this latter as a quantitative method for residuals generation allows to compare the

When it is asked to describe an algorithm, it has to be clearly and carefully done: input, output, initialization, loops, conditions, tests, etc.. Exercise 1 [ Solving

2 This naive algorithm can be improved and it is possible to obtain a word complexity in O(n) (A. Weilert 2000) using a divide and conquer approach... Show how the LLL algorithm gives

Proof of Theorem 1.1 in the case where the probability that two independent random walkers meet is 1.. Since this doesn’t depend on the initial configuration and a probability measure

Under suitable boundary conditions and assuming a maximum principle for the interior points, we obtain a uniform convergence similar to that of Theorem 1.1.. Theorem 2.1 below can

In [40], Petrunin developed an argument based on the second variation formula of arc-length and Hamitlon–Jacobi shift, and sketched a proof to the Lipschitz continuity of

Delano¨e [4] proved that the second boundary value problem for the Monge-Amp`ere equation has a unique smooth solution, provided that both domains are uniformly convex.. This result

(In [8, 20, 43, 24], Sobolev spaces are defined on metric measure spaces supporting a doubling prop- erty and a Poincar´e inequality. Since Ω is bounded, it satisfies a