Search

15 Aug 2017: ϕ(ζ,S) := Eζ[ϕpη1 (S). ]. 5. Notice that in the previous expression we average over the new environment η1, i.e. ... This is the setup of Remark 2.2. For this new chain the statement of Lemma 3.2 remains the same with an extra factor of 1/2 inthe

18 Jan 2017: What is the effect of obesity on life expectancy? [Epidemiology]. What is the average benefit of a new cancer therapy?

18 Aug 2017: Let t Γ have infinite order. We consider in this section the effectof adding a new relator tm, in the limit as m. ... Proof. The coefficient matrix Cm of Gm differs from C1 only in the multiplicity ofthe row corresponding to the new relator, and

17 Jan 2017: What is the effect of obesity on life expectancy? [Epidemiology]. What is the average benefit of a new cancer therapy?

3 Jul 2017: New methods are neededsince a Cayley graph generally possesses automorphisms beyond those arisingthrough the action of the group.

22 Dec 2017: The main difference concerns thecomputation of the expected capacity, which in the discrete setting had been essentially obtainedby Lawler, see [4] for details, whereas in our context it requires new delicate ... 14. 3.3 Proofs of Lemma 3.3, 3.4, 3.5 and

15 Aug 2017: Mixing time for random walk on supercritical dynamical percolation. Yuval Peres Perla Sousi† Jeffrey E. Steif‡. July 24, 2017. Abstract. We consider dynamical percolation on the d-dimensional discrete torus of side length n, Zdn,where each edge

8 Apr 2017: new variables Z̃ = (I P)Z. Let us write P̃ for the orthogonal projection on to Z̃.

17 Mar 2017: Applied Probability. Nathanaël Berestycki and Perla Sousi. March 6, 2017. Contents. 1 Basic aspects of continuous time Markov chains 3. 1.1 Markov property. 3. 1.2 Regular jump chain. 4. 1.3 Holding times. 6. 1.4 Poisson process. 6. 1.5 Birth

25 Jun 2017: IN-DEPTH ANALYSIS. for the AFCO Committee. The Com position of. the European. Parliament. European Parliament. Directorate General for Internal Policies of the Union. Policy Department for Citizens' Rights and Constitutional Affairs PE583.117-