General state space Markov chains and MCMC algorithms.
General theorems for numerical approximation of stochastic processes on the Hilbert space .
Generalised regular variation of arbitrary order
Let f be a measurable, real function defined in a neighbourhood of infinity. The function f is said to be of generalised regular variation if there exist functions h ≢ 0 and g > 0 such that f(xt) - f(t) = h(x)g(t) + o(g(t)) as t → ∞ for all x ∈ (0,∞). Zooming in on the remainder term o(g(t)) eventually leads to the relation f(xt) - f(t) = h₁(x)g₁(t) + ⋯ + hₙ(x)gₙ(t) + o(gₙ(t)), each being of smaller order than its predecessor . The function f is said to be generalised regularly varying of...
Generalised stable Fleming-Viot processes as flickering random measures.
Generalised transforms, quasi-diffusions, and Désiré André's equation
Generalización del teorema de Hanson y Russo para B-variables aleatorias.
En este trabajo se presenta una generalización de un teorema de D. L. Hanson y R. P. Russo (1981) para variables aleatorias i.i.d. que toman valores en un espacio de Banach separable (B-variables), en el esquema más general de la ley de Marcinkiewicz y Zygmund.Imponiendo condiciones sobre los momentos y el tipo Rademacher del espacio se obtienen resultados de la formamáx(np/α≤j≤n) j-1/p ||Sn - Sn-j|| → 0, casi seguro, cuando n → ∞
Generalization of a formula of C. Buchta about the convex hull of random points.
Generalization of some results on the degree of progress to goal in self-organization process
Generalization of the Girsanov theorem
Generalization of the Modified Bessel Function and Its Generating Function
2000 Mathematics Subject Classification: 33C10, 33-02, 60K25This paper presents new generalizations of the modified Bessel function and its generating function. This function has important application in the transient solution of a queueing system.
Generalization of von Neumann's spectral sets and integral representation of operators
Generalization of waiting times model
Generalizations of Gross's and Minlos's theorems
Generalized Bell polynomials and the combinatorics of Poisson central moments.
Generalized Bessel function of type .
Generalized Binomial law and Regularly Varying Moments
Generalized BSDE driven by a Lévy process.
Generalized canonical states
Generalized Cauchy identities, trees and multidimensional Brownian motions. I: Bijective proof of generalized Cauchy identities.
Generalized convolutions and delphic semigroups