Full metrics (JSON)
{
"0": {
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"recall": 0.5242214532871973,
"f1-score": 0.576593720266413,
"support": 578.0
},
"1": {
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"recall": 0.3333333333333333,
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"support": 33.0
},
"2": {
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"recall": 0.3,
"f1-score": 0.336322869955157,
"support": 250.0
},
"3": {
"precision": 0.234375,
"recall": 0.6,
"f1-score": 0.33707865168539325,
"support": 25.0
},
"4": {
"precision": 0.8679549114331723,
"recall": 0.4502923976608187,
"f1-score": 0.592959295929593,
"support": 1197.0
},
"5": {
"precision": 0.3148148148148148,
"recall": 0.3953488372093023,
"f1-score": 0.35051546391752575,
"support": 43.0
},
"6": {
"precision": 0.175,
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"f1-score": 0.18181818181818182,
"support": 111.0
},
"7": {
"precision": 0.6307692307692307,
"recall": 0.5510752688172043,
"f1-score": 0.5882352941176471,
"support": 372.0
},
"8": {
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"recall": 0.29591836734693877,
"f1-score": 0.3286118980169972,
"support": 196.0
},
"9": {
"precision": 0.48186528497409326,
"recall": 0.493368700265252,
"f1-score": 0.4875491480996068,
"support": 377.0
},
"10": {
"precision": 0.8842530282637954,
"recall": 0.5868691380080393,
"f1-score": 0.705503355704698,
"support": 2239.0
},
"11": {
"precision": 0.9633466135458167,
"recall": 0.7767426919370383,
"f1-score": 0.8600391250222301,
"support": 3113.0
},
"12": {
"precision": 0.4678362573099415,
"recall": 0.32786885245901637,
"f1-score": 0.3855421686746988,
"support": 488.0
},
"13": {
"precision": 0.5679012345679012,
"recall": 0.5168539325842697,
"f1-score": 0.5411764705882353,
"support": 534.0
},
"micro avg": {
"precision": 0.7653814602132896,
"recall": 0.5858099623273336,
"f1-score": 0.6636633076467101,
"support": 9556.0
},
"macro avg": {
"precision": 0.5069863879474799,
"recall": 0.45293444014982853,
"f1-score": 0.4603695707323622,
"support": 9556.0
},
"weighted avg": {
"precision": 0.7897207477579838,
"recall": 0.5858099623273336,
"f1-score": 0.6673938638935765,
"support": 9556.0
},
"samples avg": {
"precision": 0.2915621847528462,
"recall": 0.2697517825403688,
"f1-score": 0.26929396634973807,
"support": 9556.0
}
}
Below is a general overview of the best-performing models for each dataset variant.