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We also consider two means of enhancing the efficiency of the method, both based on sharpening the range of interval function evaluations.
The chip loading characteristics depend on the convolution of chip loading function, the cutter order window function and the cutter interval function.
In the interval function is still unknown in the meantime.
For the monotonicity of the interval function, we have the following proposition.
Let us consider (h [-1, 1]) = [r, q]), on th [-1nterval function h is invertable.
We say that the mapping (G:overline{I}rightarrowmathbb{R}) is an interval function.
Here the interval function (operatorname{JVar}_{phi}varphi ( {{X _{ [ {a,b} ] }}} ) ) is defined by (78).
In other words, the interval function (G:overline{I}rightarrowmathbb {R} ) is left increasing.
Then the interval function (operatorname{Var}{{X _{ [ {a,b} ] }}} ) (([ {a,b} ]in overline{I} )) is increasing.
That is to say, the interval function (G:overline{I}rightarrowmathbb {R} ) is right increasing.
To this end, we first introduce the relevant concepts and properties of the interval function.
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CEO of Professional Science Editing for Scientists @ prosciediting.com