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Iantovics, László Barna
2025-09-04T11:27:11Z
2025-09-04T11:27:11Z
2024
1785-8860hu_HU
http://hdl.handle.net/20.500.14044/33191
Data science and artificial intelligence are emergently, very fast-evolving fields, being applied to a large diversity of real-life problem-solving. In this context, some methods are applied without verifying assumptions that must be met, for the correct applicability and the necessary model fit. Such mistakes could lead to misinterpretations of the results. One of the application domains, that is very affected in this sense, is healthcare, where misinterpretations could have dangerous effects on human health. Based on an in- depth study of the scientific literature, it was identified that bivariate linear regression (BLR) even is considered simple, is one of the methods that sometimes leads to confusion in application. With this in mind, this paper proposes in an algorithmic form of a methodology that consists of assumptions, that must be passed by the BLR, so that the applicability is correct and should pass the required threshold model fit. Also, presented in algorithmic form is the decision for the correct calculus of the bivariate linear correlation coefficient (BCC). There are other considerations, like the necessary sample sizes for the two variables in the case of BCC and BLR. The proposed methodology, herein, will be useful for researchers, since BLR is frequently applied in research in diverse domains, like industry and healthcare, individually or combined with methods of data science and artificial intelligence.hu_HU
dc.formatPDFhu_HU
enhu_HU
Avoiding Mistakes in Bivariate Linear Regression and Correlation Analysis, in Rigorous Researchhu_HU
Open accesshu_HU
Óbudai Egyetemhu_HU
Budapesthu_HU
Óbudai Egyetemhu_HU
Műszaki tudományok - multidiszciplináris műszaki tudományokhu_HU
data sciencehu_HU
linear regressionhu_HU
model fithu_HU
predictionhu_HU
artificial intelligencehu_HU
mathematical modelinghu_HU
goodness-of-fithu_HU
mistakes encountered in clinical researchhu_HU
correlation coefficienthu_HU
data misinterpretationhu_HU
Tudományos cikkhu_HU
Acta Polytechnica Hungaricahu_HU
local.tempfieldCollectionsFolyóiratcikkekhu_HU
10.12700/APH.21.6.2024.6.2
Kiadói változathu_HU
20 p.hu_HU
7. sz.hu_HU
21. évf.hu_HU
2024hu_HU
Óbudai Egyetemhu_HU


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