Sentence examples for numerical difference between from inspiring English sources

In such cases, allowing a ShReD to reach an arbitrarily large value could exaggerate the numerical difference between reactions whose fluxes are not statistically different from zero.

The numerical difference between 2007 and 2010 shrinks from 10,595 to 6,536 and the percentage drop from 30percenttoto more like 23percentt.

The numerical difference between the actual measured mass of an isotope and A is called either the mass excess or the mass defect (symbol Δ; see table).

The numerical difference between the actual measured mass of an isotope and A is called either the mass excess or the mass defect (symbol Δ).

By adjusting the preparation parameters, the numerical difference between peak and valley transmittance value gradually reduced, i.e. the broadband antireflective coatings were prepared.

Didn't the Turks murder enough Armenians to qualify them for a capital H? I wrote a long memorandum to my then editor, Simon Kelner, explaining that it was racist to make a distinction between two genocides; we could not base our definition on the numerical difference between 1,500,000 and 6,000,000.

The rDNA clusters in the Mus species were present on 1 to 21 pairs of chromosomes with important numerical differences between the taxa of the different subgenera.

A closer examination of the original papers, however, shows that a large part of the numerical differences between Horiuchi-Coale and Mitra were, in fact, due to different inputs used in their calculations rather than methodological differences.

The numerical differences between the values for genes and operons result from the different values of p2, which are 0.676 and 0.735 for genes and operons, respectively.

The consistency of the framework minimises the numerical differences between the soundproof and compressible integrators, thus admitting conclusive comparisons between compressible and soundproof solutions, unobscured by algorithmic disparities.

The present study compares the KTH Royal Institute of Technologyy) method with the remove compute restore (RCR) technique to attain a precise geoid model for the Konya Closed Basin (KCB) and thus aims to clarify the theoretical and numerical differences between these techniques.