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Commit b50c4788 authored by Jonathan Poalses's avatar Jonathan Poalses
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refactoring

parent 9d606fe8
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numbers_ml.ipynb
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...@@ -24,7 +24,7 @@ ...@@ -24,7 +24,7 @@
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"# Importing pyplot so we can visualize things\n", "# Importing pyplot so we can visualize things\n",
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...@@ -132,13 +132,13 @@ ...@@ -132,13 +132,13 @@
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...@@ -150,8 +150,8 @@ ...@@ -150,8 +150,8 @@
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...@@ -238,20 +238,20 @@ ...@@ -238,20 +238,20 @@
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...@@ -263,8 +263,8 @@ ...@@ -263,8 +263,8 @@
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...@@ -317,7 +317,7 @@ ...@@ -317,7 +317,7 @@
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"# We'll start by splitting the data into training and testing, going with a 75% train, 25% test split, a 50/50 split, and a 25% train 75% test split.\n", "# We'll start by splitting the data into training and testing, going with a 75% train, 25% test split, a 50/50 split, and a 25% train 75% test split.\n",
...@@ -329,8 +329,8 @@ ...@@ -329,8 +329,8 @@
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...@@ -345,7 +345,7 @@ ...@@ -345,7 +345,7 @@
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"# First the Gaussian Bayes\n", "# First the Gaussian Bayes\n",
...@@ -378,8 +378,8 @@ ...@@ -378,8 +378,8 @@
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...@@ -394,7 +394,7 @@ ...@@ -394,7 +394,7 @@
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...@@ -423,14 +423,14 @@ ...@@ -423,14 +423,14 @@
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"0.8711111111111111\n", "0.8644444444444445\n",
"0.8286985539488321\n", "0.8487208008898777\n",
"0.7648367952522255\n" "0.7611275964391692\n"
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"0.98\n", "0.9755555555555555\n",
"0.9655172413793104\n", "0.967741935483871\n",
"0.9443620178041543\n" "0.9428783382789317\n"
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...@@ -567,14 +567,14 @@ ...@@ -567,14 +567,14 @@
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...@@ -603,8 +603,8 @@ ...@@ -603,8 +603,8 @@
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...@@ -628,7 +628,7 @@ ...@@ -628,7 +628,7 @@
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...@@ -638,14 +638,6 @@ ...@@ -638,14 +638,6 @@
"Best overall algorithm : Support Vector Classification Algorithm\n", "Best overall algorithm : Support Vector Classification Algorithm\n",
"Best split ratio : 25% Test Split\n" "Best split ratio : 25% Test Split\n"
] ]
},
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"text/plain": "<Figure size 640x480 with 2 Axes>",
"image/png": 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\n"
},
"metadata": {},
"output_type": "display_data"
} }
], ],
"source": [ "source": [
...@@ -738,8 +730,30 @@ ...@@ -738,8 +730,30 @@
"# Print the best\n", "# Print the best\n",
"print(\"Best single model :\", highest)\n", "print(\"Best single model :\", highest)\n",
"print(\"Best overall algorithm :\", highest_average)\n", "print(\"Best overall algorithm :\", highest_average)\n",
"print(\"Best split ratio :\", highest_settings_average)\n", "print(\"Best split ratio :\", highest_settings_average)"
"\n", ],
"metadata": {
"collapsed": false,
"ExecuteTime": {
"end_time": "2023-05-26T14:23:18.007419Z",
"start_time": "2023-05-26T14:23:17.997882Z"
}
}
},
{
"cell_type": "code",
"execution_count": 1003,
"outputs": [
{
"data": {
"text/plain": "<Figure size 640x480 with 2 Axes>",
"image/png": 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\n"
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Now let's generate and look at the confusion matrix from the best model\n", "# Now let's generate and look at the confusion matrix from the best model\n",
"display = metrics.ConfusionMatrixDisplay.from_predictions(test_dictionary.get(highest_score), prediction_dictionary.get(highest_score))\n", "display = metrics.ConfusionMatrixDisplay.from_predictions(test_dictionary.get(highest_score), prediction_dictionary.get(highest_score))\n",
"# Add a title\n", "# Add a title\n",
...@@ -750,8 +764,8 @@ ...@@ -750,8 +764,8 @@
"metadata": { "metadata": {
"collapsed": false, "collapsed": false,
"ExecuteTime": { "ExecuteTime": {
"end_time": "2023-05-26T14:22:33.532304Z", "end_time": "2023-05-26T14:23:18.549635Z",
"start_time": "2023-05-26T14:22:33.292768Z" "start_time": "2023-05-26T14:23:18.008853Z"
} }
} }
}, },
......
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