Error structures and parameter estimation

In this paper, we focus on the control of the error intro- duced by a reduced basis surrogate model on the computation of the failure probability obtained by a Monte Carlo

Fix some number of probes p, noise level δ, and allowed error probability ε, and consider the minimal length of p-probe error-correcting data structures for s-out-of-n Membership..

To this, MS is a stationary analog of the Goldstone mode, arizing at a spontaneous breaking of contin- ious group and just restoring the broken symmetry. In

In this paper, we have considered distributed bounded-error state estimation applied to the problem of source tracking with a network of wireless sensors.... Width of the box [θ 1,k ]

A posteriori implicit residual-type estimators have traditionally been the most commonly used tech- niques to provide bounds of the error of the finite element method,

Section 2 shown that the least squares estimator for the parameters of a weak FARIMA model is consistent when the weak white noise ( t ) t∈ Z is ergodic and stationary, and that the

“Le territoire cherché doit pouvoir exister en une région quelconque de la surface de la planète; il faut donc étudier sous quelles conditions il se trouve être

In the theory of Kleinian groups, there is a parallel construction, the construction of double limits, that is central to Thurston’s hyperbolization theorem for 3-manifolds that