Sentence examples for rely on the error from inspiring English sources

While a defendant is not obliged to use peremptory challenges to cure a trial court's erroneous denial of a defendant's for-cause challenge, if the defendant does so, the defendant may not rely on the error for automatic reversal.

Instead, we generalize and extend the approach of the recent work  [18] and only rely on the error estimator and the reliability estimate  (1.2).

Defective kinetochore geometry could also explain why cells lacking cohesin enrichment within the pericentromere are slow to achieve biorientation and rely on the error correction machinery (Ng et al. 2009).

The most commonly used approach is to map reads to a standard reference and rely on the error tolerance of the aligner to compensate for the genomic variations of the target sequence.

Generally, the appearance-based methods outperform the feature-based methods, because the latter rely on the error-prone facial feature extraction.

Leape and colleagues [ 1] argued that many hospital systems are designed to rely on the error-free performance of individuals, whereas in industry it is appreciated that human error is inevitable and that accidents occur due to both human failures and latent conditions.

Moreover, we found that Ctrl hiPSCs upregulate homologous recombination components such as Rad51, concordant with the fact that ESCs predominantly use this high fidelity pathway to avoid the accumulation of mutations, in contrast to somatic cells, which rely on the error-prone non-homologous end joining to repair DNA damage occurring in G1.

A drawback of this approach is that the reconstruction relies on the error sparsity to first estimate the error, but if the sparsity condition is not met, the performance of the algorithm degrades.

The selection method studied here relies on the error estimates provided by Ainsworth [M. Ainsworth, Dispersive and dissipative behaviour of high order discontinuous Galerkin finite element methods, Journal of Computational Physics 198(1) (2004) 106 130].

Let us remark that the approximation procedure described in this section is semianalytical: it essentially relies on the error formula of (55), and the Monte Carlo simulation is only used as a numerical tool to integrate w.r.t. the random variables a0, ρns,0, and ρ ̇ n s, 0 ρ ̈ n s, 0. The simulations required are computationally 'cheap' compared to a full simulation of the communication system.

The latter work adapts the separate Dörfler marking from  [14] to decide whether the refinement relies on the error estimator for the discretization error or the approximation error of the given continuous Dirichlet data, see Section  11.