| CPC G06T 11/206 (2013.01) [G06N 20/00 (2019.01)] | 16 Claims | 

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               1. A computer-implemented method comprising: 
            presenting, by one or more processors, a first visualization of a training dataset in a first plot; 
                responsive to receiving a selection of a data group of the training dataset to analyze, identifying, by the one or more processors, three or fewer key model features of the data group of the training dataset; 
                ascertaining, by the one or more processors, a representative record of each key model feature of the three or fewer key model features using a Local Interpretable Model-Agnostic Explanation technique; 
                presenting, by the one or more processors, a second visualization of the three or fewer key model features and the representative record of each key model feature in a second plot; 
                correcting or completing, by the one or more processors, the training dataset, wherein the training dataset is either incorrect or incomplete; 
                prior to presenting the first visualization of the training dataset in the first plot, gathering, by one or more processors, the training dataset from one or more sources; 
                determining, by one or more processors, a degree of importance of the one or more key model features; 
                ranking, by one or more processors, the one or more key model features according to the degree of importance; and 
                selecting, by one or more processors, the three or fewer key model features based on a set of criteria, wherein the set of criteria is selected from a group consisting of: a degree of accuracy of each key model feature of the training dataset and a pre-set configuration, further comprises: 
              selecting, by one or more processors, two key model features of the three or fewer key model features selected; and 
                  condensing, by one or more processors, a key model feature of the three or fewer key model features not selected into a linear combination using a Principle Component Analysis to produce a three-dimension condensed data. 
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