andrica_piticari1. 87KB Jun 04 2011 12:08:21 AM
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In this paper, we consider certain subclasses of analytic functions with bounded radius and bounded boundary rotation and study the mapping properties of these classes under
The paper by the author [ 1 ] gives another proof of this fact along with one possible generalization of this congruence.. Moreover, for every power of 2 there exists a finite
First we note that the construction of the A -process for all time is trivial, since the A -particles by themselves merely perform independent continuous time simple random walks..
In this paper we study one dimensional backward stochastic differential equations (BSDEs) with random terminal time not necessarily bounded or finite when the generator F ( t , Y , Z
We prove that the scaling limit of nearest-neighbour senile reinforced random walk is Brownian Motion when the time T spent on the first edge has finite mean.. We show that
In this article, we shall show a direct relation between these two infinite and finite determinants and also examine a shortcut of the calculation by the relation with a new
We will first show that a Brownian bridge that is conditioned to avoid the origin has the same law as a Bessel bridge; and we will then note that the Bessel bridges have a density
Once we have the precise estimate of the free energy (1.2), lower bound of mass can be proved by a similar argument to the higher dimensional case.. We explain mainly the difference
