Sentence examples for arithmetic processes from inspiring English sources

We demonstrate reliable experimental execution of the four basic arithmetic processes of addition, multiplication, division and subtraction, with simultaneous storage of the result.

Increasing activation in the parietal areas, along with decreasing activation in frontal areas, is thought to be a possible neural signature of automaticity in arithmetic processes (Delazer et al. 2003; Rivera et al. 2005; Ischebeck et al. 2006).

Examining the bilingual results and comparing the cognitive processes involved during mental calculation in L1 and L2, activation differences observed between L1 and L2 could be associated with language processes (such as encoding and translating of numbers from L2 to L1), with arithmetic processes, or with general cognitive processes (such as executive function or working memory).

Regarding "New push in E.U. for women in boardrooms" (March 5): Setting quotas is a mindless, heartless, unenlightened arithmetic process for getting more women into the echelons of European business.

At that time such an operation could be performed only by a long arithmetic process, but Monge devised a geometric method that enabled him to solve the problem so quickly that the commandant at first refused to receive his solution.

The combined cumulant (semi-variant) algorithm and Gram Charlier (GC) expansion theory can be used to convert the complicated convolution calculation into a simple arithmetic process according to the superior properties of cumulants [12].

To address this question, syntactic complexity was crossed in a 2 × 2 design with the complexity of a secondary task, which involved either (1) arithmetic integration processes and therefore relied on the use of verbal working memory, or (2) spatial integration processes.

Our paradigm offers a new method for investigating specific arithmetic verification processes in detail.

However, the compression performance is increased if a specific symbol is used for every insignificant coefficient since an arithmetic encoder processes more efficiently many likely symbols than a lower amount of less likely symbols.

As an illustration, we obtain the autocovariance function of the tan−1 of an arithmetic AR process.

The subintervals in the arithmetic coding process are defined by the equations as follows: Φ 0 = l 0, u 0 = 0, N − 1, (3).