Sentence examples for functions function from inspiring English sources

The frequency response functions, function of crack location and size, are approximated by means of surface-fitting techniques.

Because of the use of pre-determined basis functions, function orthogonality, and windowed curve fitting for component extraction, it cannot extract accurate time-varying frequencies and amplitudes of harmonics distorted by nonlinearities.

In the example, a strategy of player 2 is a set {f, g} of strategy functions, function f providing a value for ∃y depending on the value of ∀x, and function g providing a value for ∃w depending on the value chosen for ∀z but not on the value chosen for ∀x.

It defines two functions: Function append defines some form of combining two values into a single value of the same type, while zero is the neutral element of this operation such that zero append x == x and x append zero == x.

The algorithm for generating S_StructureList concretely as follows: In Algorithm 2, there are three important functions: Function (mathtt {check_inter-sentential_anapho} mathtt{ric_pronoun}(mathtt{P}_{mathtt{x}}, mathtt{P}_mathtt{y})) is performed to examine the inter-sentential anaphoric pronoun relationship between two sentences.

To describe our group establishing algorithm, we first introduce the following required functions: Function 1: the minimum density set function Dmin(S), where S is the input as well as the subset of set U, i.e., S ∈ U; the output of Dmin(S) is one certain element of S satisfying the following equation: D min S = i ∈ S when ∀ j ∈ S, Den i < Den j Den i = Den j if i < j.

The method is insufficient for handling pointers to functions (function-pointers) which are abundantly used in C programs, defensive programming which is widely adopted in industrial software development projects, and re-entrancy which sometimes occurs in programs using callback functions.

Basic probability rules; random variables and distribution functions; functions of random variables.

Known as the father of modern analysis, Weierstrass devised tests for the convergence of series and contributed to the theory of periodic functions, functions of real variables, elliptic functions, Abelian functions, converging infinite products, and the calculus of variations.

The theories of interval-valued functions, functions of random variables, and fuzzy functions are well-developed.

Instead, Russell had propositional functions — functions from objects to propositions — in place of senses.