ESTIMATING THE DEGREE OF NONLINEARITY FOR POLYNOMIAL REGRESSION MODELS
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CONSTRUCTION OF ADDITIVE POWER REGRESSION MODELS WITH DEGREES IN THE FORM OF DISCRETE TIME FUNCTIONS
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INTERPRETATION OF NON-ELEMENTARY LINEAR REGRESSION MODELS
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FEATURE SELECTION IN REGRESSION MODELS ESTIMATED BY OLS AS A PARTIAL BOOLEAN LINEAR PROGRAMMING PROBLEM: COMPUTATIONAL EXPERIMENTS
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THE STUDY OF ONE-FACTOR REGRESSION MODELS WITH PARAMETERS IN THE FORM OF LINEAR OPERATORS MATRICES OF TWO-DIMENSIONAL VECTOR SPACE
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ON INDEX TRANSFORMATIONS OF MATRICES IN REGRESSION MODELS CONSTRUCTION
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GLAZER’S TEST FOR HETEROSCEDASTICITY IN RESIDUALS OF REGRESSION MODEL AS A PROBLEM OF MIXED 0-1 INTEGER LINEAR PROGRAMMING
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