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DE FINETTI'S THEOREM FOR SYMMETRIC LOCATION FAMILIES
Symmetry position family real value sequence random variables the identical distribution mixture
2015/7/14
This paper characterizes mixtures of symmetric location families.
More specifically, let X = (XI, Xz, .. . ) be an exchangeable sequence of real-valued random
variables. By de Finetti's theorem, X...
Symmetric exclusion as a model of non-elliptic dynamical random conductances
Random conductances law of large numbers invariance principle particle systems
2012/6/30
We consider a finite range symmetric exclusion process on the integer lattice in any dimension. We interpret it as a non-elliptic time-dependent random conductance model by setting conductances equal ...
Path Results for Symmetric Jump Processes
Jump Processes symmetric processes support theorem occupation times Dirichlet forms
2012/3/1
We consider a class of jump processes in euclidean space which are associated to a certain non-local symmetric Dirichlet form. We prove a lower bound on the occupation times of sets, and that a suppor...
Penalisation of the symmetric random walk by several functions of the supremum
Penalisation symmetric random several functions of the supremum
2011/1/21
all ( ,F1,P,X,F) the canonical space for the standard random walk on Z. Thus, denotes the set of paths : N ! Z such that | (n + 1) − (n)| = 1, X = (Xn, n 0) is the canonical coordinate proc...
Some Aspects of Spherical Symmetric Extremal Dyonic Black Holes in 4d N=1 Supergravity
Aspects of Spherical Symmetric Extremal Dyonic Black Holes 4d N=1 Supergravity
2011/3/2
In this paper we study several aspects of extremal spherical symmetric black hole solutions
of for four dimensional N = 1 supergravity coupled to vector and chiral multiplets with the scalar potentia...