AbstractLet F be the class of functions f :Rd→R which are α times differentiable with derivatives bounded by numbers Mj on each given set Ij in a partition of Rd = ⋃jIj. We obtain upper and lower bounds on the Lr(P)-bracketing entropy of F
We obtain two-sided bounds for the density of stochastic processes satisfying a weak H"ormander cond...
AbstractLet F be a Banach space with a sufficiently smooth norm. Let (Xi)i≤n be a sequence in LF2, a...
AbstractThe ϵ entropy of the class F∗ of real-valued monotone functions from [0, 1] to [0, 1] in the...
AbstractThe paper contains estimates for the entropy numbers of classes of functions with conditions...
We establish upper and lower bounds for the metric entropy and bracketing entropy of the class of d-...
We establish upper and lower bounds for the metric entropy and bracketing entropy of the class of d-...
International audienceWe prove a Marcinkiewicz-Zygmund type inequality for random variables taking v...
AbstractWe establish upper and lower bounds for the metric entropy and bracketing entropy of the cla...
We find a sharp combinatorial bound for the metric entropy of sets in R^n and general class...
We study the small deviation probabilities of a family of very smooth self-similar Gaussian processe...
Let (S,A,P) be a probability space and let Pn be the empirical measure based on i.i.d. sample (X1,.....
This paper collects together a miscellany of results originally motivated by the analysis of the gen...
AbstractLet I(k, α, M) be the class of all subsets A of Rk whose boundaries are given by functions f...
Orientadores: Alexander Kushpel, Sergio Antonio TozoniDissertação (mestrado) - Universidade Estadual...
The law of large numbers (LLN) over classes of functions is a classical topic of empirical processes...
We obtain two-sided bounds for the density of stochastic processes satisfying a weak H"ormander cond...
AbstractLet F be a Banach space with a sufficiently smooth norm. Let (Xi)i≤n be a sequence in LF2, a...
AbstractThe ϵ entropy of the class F∗ of real-valued monotone functions from [0, 1] to [0, 1] in the...
AbstractThe paper contains estimates for the entropy numbers of classes of functions with conditions...
We establish upper and lower bounds for the metric entropy and bracketing entropy of the class of d-...
We establish upper and lower bounds for the metric entropy and bracketing entropy of the class of d-...
International audienceWe prove a Marcinkiewicz-Zygmund type inequality for random variables taking v...
AbstractWe establish upper and lower bounds for the metric entropy and bracketing entropy of the cla...
We find a sharp combinatorial bound for the metric entropy of sets in R^n and general class...
We study the small deviation probabilities of a family of very smooth self-similar Gaussian processe...
Let (S,A,P) be a probability space and let Pn be the empirical measure based on i.i.d. sample (X1,.....
This paper collects together a miscellany of results originally motivated by the analysis of the gen...
AbstractLet I(k, α, M) be the class of all subsets A of Rk whose boundaries are given by functions f...
Orientadores: Alexander Kushpel, Sergio Antonio TozoniDissertação (mestrado) - Universidade Estadual...
The law of large numbers (LLN) over classes of functions is a classical topic of empirical processes...
We obtain two-sided bounds for the density of stochastic processes satisfying a weak H"ormander cond...
AbstractLet F be a Banach space with a sufficiently smooth norm. Let (Xi)i≤n be a sequence in LF2, a...
AbstractThe ϵ entropy of the class F∗ of real-valued monotone functions from [0, 1] to [0, 1] in the...
DOI
Add to ORKG