I am trying to model a classifier for a multi-class Classification problem (3 Classes) using LightGBM in Python. I used the following parameters.
params = {'task': 'train',
'boosting_type': 'gbdt',
'objective': 'multiclass',
'num_class':3,
'metric': 'multi_logloss',
'learning_rate': 0.002296,
'max_depth': 7,
'num_leaves': 17,
'feature_fraction': 0.4,
'bagging_fraction': 0.6,
'bagging_freq': 17}
All the categorical features of the dataset is label encoded with LabelEncoder
. I trained the model after running cv
with eartly_stopping
as shown below.
lgb_cv = lgbm.cv(params, d_train, num_boost_round=10000, nfold=3, shuffle=True, stratified=True, verbose_eval=20, early_stopping_rounds=100)
nround = lgb_cv['multi_logloss-mean'].index(np.min(lgb_cv['multi_logloss-mean']))
print(nround)
model = lgbm.train(params, d_train, num_boost_round=nround)
After training, I made prediction with model like this,
preds = model.predict(test)
print(preds)
I got a nested array as output like this.
[[ 7.93856847e-06 9.99989550e-01 2.51164967e-06]
[ 7.26332978e-01 1.65316511e-05 2.73650491e-01]
[ 7.28564308e-01 8.36756769e-06 2.71427325e-01]
...,
[ 7.26892634e-01 1.26915179e-05 2.73094674e-01]
[ 5.93217601e-01 2.07172044e-04 4.06575227e-01]
[ 5.91722491e-05 9.99883828e-01 5.69994435e-05]]
As each list in the preds
represent the class probabilites I used np.argmax()
to find the classes like this..
predictions = []
for x in preds:
predictions.append(np.argmax(x))
While analyzing the prediction I found that my predictions contain only 2 classes - 0 and 1. Class 2 was the 2nd largest class in the training set, but it was nowhere to be found in the predictions.. On evaluating the result it gave about 78%
accuracy.
So, why didn't my model predict class 2 for any of the cases.? Is there anything wrong in the parameters I used.?
Isn't this the proper way to make interpret prediction made by the model.? Should I make any changes for the parameters.??
Try troubleshooting by swapping classes 0 and 2, and re-running the trainining and prediction process.
If the new predictions only contain classes 1 and 2 (most likely given your provided data):
If the new predictions do contain all 3 classes:
Hope this helps.