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step function
(redirected from step functions)

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step function [′step ‚fəŋk·shən]
(mathematics)
A function ƒ defined on an interval [a,b] so that [a,b] can be partitioned into a finite number of subintervals on each of which ƒ is a constant. Also known as simple function.
More generally, a real function with finite range.


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Note: The dependent variable and both pulse and step functions are differenced, as indicated by [DELTA].
000050 seconds) to 63% of full scale and 25 microseconds in step functions.
Other proofs involve double integrals with real instead of complex numbers, various ways of counting squares, and the use of prime numbers, polynomials, step functions or graph theory.
 
 
 
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