bounded function


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bounded function

[¦bau̇n·dəd ′fəŋk·shən]
(mathematics)
A function whose image is a bounded set.
A function of a metric space to itself which moves each point no more than some constant distance.
References in periodicals archive ?
n] studied by this paper are well-defined only for bounded functions with values in [R.
0] [member of] [-2,2], L > 0 and f be a bounded function.
Suppose the function f is [GAMMA]-supralinear affine on (a,b), where [GAMMA](x) is a bounded function.
Note that the variable coefficients p(x, y) and q(x, y) are positive bounded functions and the matrices [W.
Consequently, M acts by multiplication with an essentially bounded function [?