Full metrics (JSON)
{
"0": {
"precision": 0.7280453257790368,
"recall": 0.6666666666666666,
"f1-score": 0.6960054163845633,
"support": 771.0
},
"1": {
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"recall": 0.7903225806451613,
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"support": 62.0
},
"2": {
"precision": 0.659217877094972,
"recall": 0.6654135338345865,
"f1-score": 0.6623012160898035,
"support": 532.0
},
"3": {
"precision": 0.5238095238095238,
"recall": 0.7938144329896907,
"f1-score": 0.6311475409836066,
"support": 97.0
},
"4": {
"precision": 0.9106145251396648,
"recall": 0.7090039147455416,
"f1-score": 0.797260943996087,
"support": 2299.0
},
"5": {
"precision": 0.41379310344827586,
"recall": 0.7659574468085106,
"f1-score": 0.5373134328358209,
"support": 94.0
},
"6": {
"precision": 0.6332378223495702,
"recall": 0.7542662116040956,
"f1-score": 0.6884735202492211,
"support": 293.0
},
"7": {
"precision": 0.8252957233848953,
"recall": 0.6834966088922382,
"f1-score": 0.7477328936521023,
"support": 1327.0
},
"8": {
"precision": 0.7038834951456311,
"recall": 0.7237936772046589,
"f1-score": 0.7136997538966365,
"support": 601.0
},
"9": {
"precision": 0.5910852713178295,
"recall": 0.5669144981412639,
"f1-score": 0.5787476280834914,
"support": 538.0
},
"10": {
"precision": 0.9131010145566828,
"recall": 0.7288732394366197,
"f1-score": 0.8106520462110828,
"support": 2840.0
},
"11": {
"precision": 0.9713501981103322,
"recall": 0.8132176575657055,
"f1-score": 0.8852777777777778,
"support": 3919.0
},
"12": {
"precision": 0.6704119850187266,
"recall": 0.5195936139332366,
"f1-score": 0.5854456255110384,
"support": 689.0
},
"13": {
"precision": 0.7847953216374269,
"recall": 0.6464354527938343,
"f1-score": 0.7089276281035394,
"support": 1038.0
},
"micro avg": {
"precision": 0.835965790892981,
"recall": 0.7185430463576159,
"f1-score": 0.772819544855586,
"support": 15100.0
},
"macro avg": {
"precision": 0.6993503812668546,
"recall": 0.7019835382329865,
"f1-score": 0.6875941969362932,
"support": 15100.0
},
"weighted avg": {
"precision": 0.8491456805088096,
"recall": 0.7185430463576159,
"f1-score": 0.7758225945481619,
"support": 15100.0
},
"samples avg": {
"precision": 0.42253209101196487,
"recall": 0.40826330299062635,
"f1-score": 0.4053029604950074,
"support": 15100.0
}
}
Below is a general overview of the best-performing models for each dataset variant.