Sentence examples for prescribed function from inspiring English sources

The phrase "prescribed function" is grammatically correct and can be used in written English
You can use the phrase "prescribed function" when describing a specific role or purpose that has been assigned or set by guideline, law, or rule. For example: - It is the board's responsibility to ensure that the company's finances are managed within the prescribed functions outlined in the company's bylaws. - The prescribed function of a police officer is to protect and serve the community. - According to the doctor's orders, the prescribed function of this medication is to reduce inflammation and pain. Here, "prescribed function" is used to describe the designated purpose or task that must be carried out within certain guidelines.

Exact(17)

Let (M,〈·,·〉 be a complete Riemannian surface and (kappa : M to mathbb {R}) be a prescribed function.

As a result, a general formula is derived for calculation of the design parameters of a planar four-bar linkage using the Fourier coefficients of the prescribed function.

However, the lack of performance enhancement may be related to the strong asymmetry of the hybrid composition functions [29] and the maximum number of prescribed function evaluations preventing the identification of an effective (lambda ) value [49].

The thermal conductivity of the bar is a function of the time, there is a continuous source of heat along the bar, and the initial temperature at each point of the bar is given by a prescribed function.

With respect to the prescribed performance control, we mean that the system variables converge to an arbitrary small region of the origin with convergence rate no less than a certain prescribed function.

Under the hypothesis that the prescribed function satisfies a flatness condition of order (beta=n), we give a complete description of the lack of compactness of the problem and we provide an existence result in terms of an Euler-Hopf index.

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Similar(43)

The temperature at the ends, (x=0) and (x=pi) are determined by prescribed functions of t.

In this model, the rotational and translational motions of the bit are obtained as a result of the overall dynamic behavior rather than prescribed functions or constants.

The problem of the representation of an arbitrary function by means of linear combinations of prescribed functions has received a lot of attention in approximation theory.

It is well known that a special case of this problem directly leads to the Taylor series expansion where the prescribed functions are monomial bases [6].

Consider the standard Poisson equation with a Dirichlet boundary condition begin{aligned} &Delta u=g quadmbox{in } varOmega, &u=f quadmbox{on } varGamma =partial varOmega, end{aligned} (3.22) for prescribed functions f and g.

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