… -error bound (with δ and μ). When δ = + ∞ , we have B δ ( x ) = X , ie the error bound property
… are in the setting of global error bounds. In this case, we simply say that f admits a global τ -…

… In Section 4, we focus on error bounds for nondifferentiable … the existence of global error
bounds and obtain several new … the existence of a global error bound and the linear regularity of …

… , the corresponding contribution to the error bound was automatically omitted. By contrast the
… error bound! If any reader finds that he cannot at this point obtain appropriate error bounds …

… Part II discusses applications of these results to linear regularity and error bounds for
nondifferentiable convex inequalities. This work applies the results of Part I to error bounds for …

… the error bound and quadratic growth properties on arXiv. They defined the error bound …
, that generalizes our modified error bound property and the global error bound from the …

… By choosing j from (3) we obtain (up to a factor of 6D) the best of all possible error bounds
(6). The latter bound would have been obtained if j … Still we can guarantee the error bound x …

… In the computation of BC-processes, it can easily happen that representational or operational
floating-point errors (their order of magnitude is \(10^{-17}\)) cause subsequent errors of 16 …

… to finite-part convolutions with non-integrable kernel, and gives new, unified proofs of the
optimal error bounds for both locally integrable and non-integrable convolution kernels. …

… bounds and one cannot use the powerful graphical representation which makes the DF method
attractive in the first place. In addition, the error bounds … paper, but error bounds are more …

… We show that several error bounds and the estimation bias of the cooperative localization
can be obtained by simple arguments (eg by using triangle inequality) without specifying the …