A sharp lower bound for the log canonical threshold

Our result is a sufficient condition for the convergence of a finite state nonhomogeneous Markov chain in terms of convergence of a certain series.. Definition

In this paper, we give a sharp lower bound for the first (nonzero) Neumann eigenvalue of Finsler-Laplacian in Finsler manifolds in terms of diameter, dimension, weighted

The existence of a positive lower bound of the compressi- bility is proved in the case of general quantum lattice systems at high temperature.. The compressibility

Thus, in order to prove a result of convergence to the equilibrium with a quantitative rate of convergence, one of the steps in [3] consists in expressing how much the domain

Although the necessary and sufficient condition of Theorem 4.1 is a key step to understand the problem of non uniqueness of the Fr´ echet mean on S 1 , it is of little practice

Though the last theorem settles the klt case of Theorems 1.1 and 1.4 but we prove further results in this direction as we will need them to deal with the lc case (e.g., proof of

Let piq be a rational number, expressed in lowest terms. In the case of the billiard ball problem, Birkhoff [9] showed the existence of at least two periodic orbits of type Q&,

is a Choquet simplex and any two distinct extremal points ofjf^ are disjoint measures (see [i], Lemma 2).. This concludes the proof