getdoc1642. 142KB Jun 04 2011 12:04:08 AM
Teks penuh
Garis besar
Dokumen terkait
Here a converse statement is proved: If is an LCP-set with a continuous limit function then there exists a norm such that all matrices in are paracontracting with respect to
In this note, we study the asymptotic behaviour of Lévy processes with no positive jumps condi- tioned to stay positive and some related processes. In particular, we establish
We prove an almost sure limit theorem on the exact convergence rate of the maximum of standardized gaussian random walk increments.. On a conjecture of R´
Subordinated processes are processes constructed from integral representations with random kernels, or said another way, where the stable random measure (of the integral
We extend this result to a natural multiparameter version of Taylor and Wendel’s theorem on the relationship between Brownian local time and the Hausdorff φ -measure of the zero
Theorem 1 On the set W of all suitable weak solutions u of equation (1), let µ be a probability measure, invariant for the time-shift, with finite mean dissipation rate.. In a sense,
In [2] Aldous considers a tree constructed within the standard Brownian excursion, and shows that after conditioning on the occupation measure of the excursion, the law of the tree
We prove that for almost all values of the index α – except for a dense set of Lebesgue measure zero – the asymptotic series which were obtained in [13] are in fact
