Sentence examples for error of physical from inspiring English sources

Solving the equations was another matter, yet numerical procedures were applied with devoted patience to a few of the simpler cases and demonstrated beyond cavil that the only obstacle to solution was calculational and not an error of physical principle.

Its founder, Mary Baker Eddy, defines "flesh" as "an error of physical belief;... an illusion; a belief that matter has sensation" – a definition that's also led to numerous child deaths over the years.

Its founder, Mary Baker Eddy, defines "flesh" as "an error of physical belief;... an illusion; a belief that matter has sensation"—a definition that's also led to numerous child deaths over the years.

Thus, aiming to quantize and evaluate the inherent errors of physical outcomes, this paper analyzes the characteristic of residuals between numerical results and actual measured data in statistical way, designs combined non-linear and non-parameter algorithms to correct original prediction values, and achieves probabilistic one-day-ahead 96-step wind speed forecasts.

As was mentioned in Section 2, one might hold an error theory of physical color, taking the colors of physical objects to be ultimately illusory, and yet maintain that physical color concepts are explanatorily and/or conceptually prior to phenomenal ones.

"We made errors, mental errors, physical errors.

> A total of 47 physical map contigs had markers that were mapped in different linkage groups, indicating the potential errors of the physical map assembly or the mapping errors of incorrectly assigned SNPs.

For young people, errors in recall of physical activity are also likely to be greater than for adults [41], [42].

High-density single nucleotide polymorphism (SNP) data also provide challenges for conventional multi-point pedigree methods because of linkage disequilibrium (LD) between markers and because subtle non-Mendelian genotype errors or inaccuracies of physical position can confuse estimation of the inheritance vectors.

We suggest an algorithm that quantifies the discretization error of time-dependent physical quantities of interest (goals) for numerical models of geophysical fluid dynamics.

This error decrease is independent of physical parameters, such as the contrast and multiple scales in the problem.