Test data automatic generation method based on linear fitting function driving
A linear fitting and test data technology, applied in the field of automatic test data generation, can solve the problems that dynamic methods cannot find input, cannot effectively process, etc., and achieve the effects of reducing test costs, improving efficiency, and high efficiency
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[0071] The first implementation of linear fitting is to use multiple linear regression fitting. According to the coordinate set V y,z and the multivariate linear fitting function (where Ni is the number of input variables), that is, the multivariate linear fitting function LF that can be calculated y,z (X) coefficient {a 0 , a 1 ,...,a Ni}, thus completing the construction of the linear fitting function.
[0072] The implementation manners of the second and third linear fittings are simple linear fittings for each input variable one by one. First set the F y,z (X) as with respect to the input variable x j (x j Denotes the jth input variable, where j ∈ {1, 2, ..., N i}, N i is the number of input variables) function F y,z (x j ), according to the coordinate set V y,z can get about the input variable x j The coordinate set of is: V y,z,j ={(u 1,j , F y,z (u 1,j )), (u 2,j , F y,z (u 2,j )), ..., (u KU,j , F y,z (u KU,j ))}, where u i,j Indicates the val...
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