Sentence examples for operations of function from inspiring English sources

Exact(1)

Put γ t0) = P for a fixed number t0 in I. Consider the collection F(P) of all differentiable real-valued functions defined on some neighborhood of P. With the ordinary operations of function addition and multiplication by a constant, F(P) has the structure of a vector space.

Similar(59)

He said the New York controllers coordinated with two other air traffic control centers that handle Atlantic traffic, Santa Maria in Portugal, and Shanwick, a merged operation of functions formerly carried out in Shannon, Ireland, and Prestwick, Scotland.

The KGHM INTERNATIONAL segment comprises the operation of functioning mines extracting copper.

The chemical, physical and morphological modifications occurring to the crosslinked fluorinated coatings when subjected to long-term UV vis light exposure (over 1000 h of accelerated weathering) are found to correlate well with the photovoltaic response over long-term operation of functioning LSC devices.

Next to coupling requirements, the need for a synchronous operation of functions (see Fig. 4) constitutes a further peculiarity of this application.

The weaknesses of students in these operations of trigonometric functions lead to poor manipulation of trigonometric functions when such students are faced with trigonometric problems that require further simplification.

And, because the continuing operations of these functions will be guaranteed through March, 2017, two months into the new President's term, the House and Senate will not be compelled to do anything else.

A function is tail-recursive if the only place the function calls itself is the last operation of the function [14].

For p + < + ∞, with respect to ordinary linear operations of addition of functions and multiplication by number, L turns into a linear space.

With respect to ordinary linear operations of addition of functions and multiplication by a number, for p^ =supmathop{operatorname{vrai}}limits _{ [-pi,pi ]} p (t )< +infty, ({mathscr {L}}) turns into a linear space.

There are two sorts of objects: objects of type II (functions, corresponding to classes) and objects of type I (arguments), linked by the application operation of a function to its arguments.

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