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jump function

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jump function [′jəmp ‚fəŋk·shən]
(mathematics)
A function used to represent a sampled data sequence arising in the numerical study of linear difference equations.


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We begin describing the edge detection method by defining a jump function [f]([theta]) := f([[theta].
where [lambda] = 1 in this Poisson law; k is an intensity parameter of the jump function; [PI] repeats the range of the jump function noticed on the history reports previously mentioned; and [theta] represents the points of the rate curve [1,30] years in EUR and USD.
This system of artificial intelligence works with the newly developed High Speed Jump function to amazingly sharpen productivity.
 
 
 
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