Sentence examples for arithmetic sums from inspiring English sources

In Section 2, we define some new finite arithmetic sums which are associated with the Dedekind sums, the Hardy-Berndt sums, and Simsek's sum.

We give many applications for this PDE, which are related to the Dedekind-Rademacher sums, the Hardy-Berndt sums, and other finite arithmetic sums.

Motivated largely by a number of recent investigations of the Dedekind sums and the Hardy-Berndt sums, we introduce and investigate various properties of a certain new family of finite arithmetic sums.

On the other hand, Berndt [1], Goldberg [2] and also Simsek [3] gave, under the modular transformation, other elegant functional equations for the theta functions, which contain six different arithmetic sums (Hardy-Berndt sums).

The random coil signals for the mixtures were statistically different to the signal of the arithmetic sums of AChE586-599 withethe W6/A mutant or with the M10/A mutant (p<0.014 and p<0.01 respectively) (Figures 6C and F, insets).

Although the sum of all lesions measured provides an indication of total tumour burden, such arithmetic sums may disguise differential tumour response.

The total (arithmetic sum) of all counts in this counter.

SAI QRST was measured as the arithmetic sum of absolute QRST integrals over all three orthogonal ECG leads.

They come together to arrive at a view of their common good, not the arithmetic sum or common denominator of their respective individual goods.

Finally, when the arithmetic sum of both compounds was used as independent variable, risk estimates increased to OR = 1.25, 95% CI = 1.03 1.52 and HR = 1.32, 95% CI = 1.02 1.70.

SAI QRST was measured as the averaged arithmetic sum of areas under the QRST curve.Men were characterized by shorter QTc (430.3±21.7 vs. 444.7±22.2 ms; P<0.0001) and larger SAI QRST (282.1±66.7 vs. 204.9±58.5 mV*ms; P<0.0001).