Sentence examples for expresses the function from inspiring English sources

Exact(4)

The shape expresses the function: the round lens and oval viewfinder intersect, visually suggesting their similar functions; double bubbles recur in the shutter pull ring of the Popshot.

The resulting eigenfunction expansion expresses the function K as a series of the form K x,y) = \sum_n \lambda_n\varphi_n(x)\varphi_n y)\, where the functions φn are orthogonal in the sense that ⟨φn,φm⟩ = 0 for all.

Two bio-objects are connected by a "verb" which expresses the function of a bio-object, for example "Sugar A links to Sugar B" in Figure 1a.

How the family members in this study managed is summarized by the theme Striving to be prepared for the painful, which expresses the function of the seven underlying sub-themes or strategies.

Similar(55)

The "solution" to this tension is found in Wittgenstein's final remarks, where he uses the metaphor of the ladder to express the function of the Tractatus.

Take the adverbs 還 hai 'again, still', 再 zai 'again, more', and 又 you 'again, also' as examples, all of them can express the function of Repetition,1 in which cases all of them can be rendered into English again.

We express the function (y(cdot ):(-infty,T]rightarrowmathbb{X}) by y(t)= textstylebegin{cases} varsigma(t), & tle0, mathbb{T}_{alpha}(t)varsigma(0), & tinmathscr{I}, end{cases} then (y_{0}=varsigma).

Logic minimization is the application of algebraic axioms to a binary function in order to reduce the number of digital variables and/or rules needed to express the function; the technique is also known as logic simplification or reduction.

A new wavelet-based method for solving population balance equations with simultaneous nucleation, growth and agglomeration is proposed, which uses wavelets to express the functions.

Patients expressed the daily functioning of the oral system by means of anamnestic reference items whereas clinicians expressed the functioning of the oral system in clinical tests by clinical reference items.

The non-dimensional harvestable power is analytically expressed as the function of the non-dimensional curvature parameter and one constructed parameter.

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