Full metrics (JSON)
{
"0": {
"precision": 0.7697547683923706,
"recall": 0.7328145265888456,
"f1-score": 0.7508305647840532,
"support": 771.0
},
"1": {
"precision": 0.6049382716049383,
"recall": 0.7903225806451613,
"f1-score": 0.6853146853146853,
"support": 62.0
},
"2": {
"precision": 0.7175843694493783,
"recall": 0.7593984962406015,
"f1-score": 0.7378995433789954,
"support": 532.0
},
"3": {
"precision": 0.6228070175438597,
"recall": 0.7319587628865979,
"f1-score": 0.6729857819905213,
"support": 97.0
},
"4": {
"precision": 0.9175311203319502,
"recall": 0.7694649847759896,
"f1-score": 0.8370002365744027,
"support": 2299.0
},
"5": {
"precision": 0.48226950354609927,
"recall": 0.723404255319149,
"f1-score": 0.5787234042553191,
"support": 94.0
},
"6": {
"precision": 0.7452830188679245,
"recall": 0.8088737201365188,
"f1-score": 0.7757774140752864,
"support": 293.0
},
"7": {
"precision": 0.8541839270919636,
"recall": 0.7769404672192917,
"f1-score": 0.813733228097869,
"support": 1327.0
},
"8": {
"precision": 0.7584,
"recall": 0.7886855241264559,
"f1-score": 0.7732463295269169,
"support": 601.0
},
"9": {
"precision": 0.640074211502783,
"recall": 0.6412639405204461,
"f1-score": 0.6406685236768802,
"support": 538.0
},
"10": {
"precision": 0.9208992506244796,
"recall": 0.7788732394366197,
"f1-score": 0.8439526898130485,
"support": 2840.0
},
"11": {
"precision": 0.9690420560747663,
"recall": 0.846644552181679,
"f1-score": 0.90371782650143,
"support": 3919.0
},
"12": {
"precision": 0.6780185758513931,
"recall": 0.6357039187227866,
"f1-score": 0.6561797752808989,
"support": 689.0
},
"13": {
"precision": 0.7984913793103449,
"recall": 0.7138728323699421,
"f1-score": 0.7538148524923703,
"support": 1038.0
},
"micro avg": {
"precision": 0.8587545787545787,
"recall": 0.7762913907284769,
"f1-score": 0.8154434782608696,
"support": 15100.0
},
"macro avg": {
"precision": 0.7485198192994466,
"recall": 0.7498729857978631,
"f1-score": 0.7445603468401912,
"support": 15100.0
},
"weighted avg": {
"precision": 0.8668171195416853,
"recall": 0.7762913907284769,
"f1-score": 0.8177136799159486,
"support": 15100.0
},
"samples avg": {
"precision": 0.4527947501978294,
"recall": 0.44176186557933916,
"f1-score": 0.438267450690518,
"support": 15100.0
}
}
Below is a general overview of the best-performing models for each dataset variant.