Local limit theorems in relatively hyperbolic groups I : rough estimates

— There exists an algorithm whose input is a finite presentation for H 1 , a freely indecomposable toral relatively hyperbolic group, and whose output is a primary splitting of H 1

(iii)⇒(iv) follows from Proposition 5.5 and the fact that any hyperbolic locally compact group admits a continuous, proper cocompact action by isometries on a proper hyperbolic

In this study we found several signs of cytokine activation during typhoid fever. The concen trations ofcirculating inhib- itors such a s IL-IRA and sTNF-R were high in the acute

this happens if and only if G has an elementary splitting relative to P whose group of twists is infinite, or in which a maximal parabolic subgroup P occurs as a vertex group and P

Completing a strategy of Gouëzel and Lalley [GL11], we prove a local limit theorem for the random walk generated by any symmetric finitely supported probability measure on

So, the second step to ensure that our work reaches the right audience is drawing attention to our work, creating a community, and engaging the public.. As written by

Since the growth rate at low density in such populations is lower than in the bulk, the Fisher velocity for such populations is lower than the actual expansion velocity, while the

Finally, we provide detailed insight into the case of Coxeter groups with at most 6 generators, acting cocompactly on hyperbolic 4-space, by considering the three