diff --git a/Model/drug_pipeline.skops b/Model/drug_pipeline.skops index eeb0a39..5d13786 100644 Binary files a/Model/drug_pipeline.skops and b/Model/drug_pipeline.skops differ diff --git a/Results/metrics.txt b/Results/metrics.txt index 15db8b9..0f8fb31 100644 --- a/Results/metrics.txt +++ b/Results/metrics.txt @@ -1,2 +1,2 @@ -Accuracy = 0.97, F1 Score = 0.94. \ No newline at end of file +Accuracy = 0.98, F1 Score = 0.95. \ No newline at end of file diff --git a/Results/model_results.png b/Results/model_results.png index 9f30bf7..f2236e8 100644 Binary files a/Results/model_results.png and b/Results/model_results.png differ diff --git a/notebook.ipynb b/notebook.ipynb index f0ee2b0..06181da 100644 --- a/notebook.ipynb +++ b/notebook.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": 30, "id": "57bbae0c", "metadata": {}, "outputs": [ @@ -37,31 +37,31 @@ " \n", "
\n", "Pipeline(steps=[('preprocessing',\n",
+ "Pipeline(steps=[('preprocessing',\n",
" ColumnTransformer(transformers=[('encoder', OrdinalEncoder(),\n",
" [1, 2, 3]),\n",
" ('num_imputer',\n",
@@ -671,7 +671,7 @@
" [0, 4]),\n",
" ('num_scaler',\n",
" StandardScaler(), [0, 4])])),\n",
- " ('model', RandomForestClassifier(random_state=125))])In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.\n",
+ " ('model', RandomForestClassifier(random_state=125))])In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.\n",
" \n",
" \n",
" Parameters
\n",
@@ -745,7 +745,7 @@
" \n",
" \n",
" \n",
- " \n",
+ " \n",
" \n",
" \n",
" Parameters
\n",
@@ -883,7 +883,7 @@
" \n",
" \n",
" \n",
- " [1, 2, 3]
\n",
+ " [1, 2, 3]
\n",
" \n",
" \n",
" Parameters
\n",
@@ -1005,7 +1005,7 @@
" \n",
" \n",
" \n",
- " [0, 4]
\n",
+ " [0, 4]
\n",
" \n",
" \n",
" Parameters
\n",
@@ -1111,7 +1111,7 @@
" \n",
" \n",
" \n",
- " [0, 4]
\n",
+ " [0, 4]
\n",
" \n",
" \n",
" Parameters
\n",
@@ -1169,7 +1169,7 @@
" \n",
" \n",
" \n",
- " \n",
+ " \n",
" \n",
" \n",
" Parameters
\n",
@@ -1598,7 +1598,7 @@
" }\n",
"}\n",
"\n",
- "forceTheme('sk-container-id-1');"
+ "forceTheme('sk-container-id-8');"
],
"text/plain": [
"Pipeline(steps=[('preprocessing',\n",
@@ -1612,7 +1612,7 @@
" ('model', RandomForestClassifier(random_state=125))])"
]
},
- "execution_count": 3,
+ "execution_count": 32,
"metadata": {},
"output_type": "execute_result"
}
@@ -1645,7 +1645,7 @@
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": 33,
"id": "967ea982",
"metadata": {},
"outputs": [
@@ -1653,7 +1653,7 @@
"name": "stdout",
"output_type": "stream",
"text": [
- "Accuracy: 95.0% F1: 0.89\n"
+ "Accuracy: 98.0% F1: 0.95\n"
]
}
],
@@ -1669,7 +1669,7 @@
},
{
"cell_type": "code",
- "execution_count": 5,
+ "execution_count": 34,
"id": "96ce614d",
"metadata": {},
"outputs": [],
@@ -1680,13 +1680,13 @@
},
{
"cell_type": "code",
- "execution_count": 6,
+ "execution_count": 35,
"id": "cc43f5f8",
"metadata": {},
"outputs": [
{
"data": {
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",
+ "image/png": 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",
"text/plain": [
""
]
@@ -1707,7 +1707,7 @@
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": 36,
"id": "9ddb7fd2",
"metadata": {},
"outputs": [],
@@ -1719,7 +1719,7 @@
},
{
"cell_type": "code",
- "execution_count": 10,
+ "execution_count": 37,
"id": "98ca0bd2",
"metadata": {},
"outputs": [],
@@ -1732,14 +1732,14 @@
},
{
"cell_type": "code",
- "execution_count": 11,
+ "execution_count": 38,
"id": "369c73d9",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
- "Pipeline(steps=[('preprocessing',\n",
+ "Pipeline(steps=[('preprocessing',\n",
" ColumnTransformer(transformers=[('encoder', OrdinalEncoder(),\n",
" [1, 2, 3]),\n",
" ('num_imputer',\n",
@@ -2297,7 +2297,7 @@
" [0, 4]),\n",
" ('num_scaler',\n",
" StandardScaler(), [0, 4])])),\n",
- " ('model', RandomForestClassifier(random_state=125))])In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.\n",
+ " ('model', RandomForestClassifier(random_state=125))])In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.\n",
" \n",
" \n",
" Parameters
\n",
@@ -2371,7 +2371,7 @@
" \n",
" \n",
" \n",
- " \n",
+ " \n",
" \n",
" \n",
" Parameters
\n",
@@ -2509,7 +2509,7 @@
" \n",
" \n",
" \n",
- " [1, 2, 3]
\n",
+ " [1, 2, 3]
\n",
" \n",
" \n",
" Parameters
\n",
@@ -2631,7 +2631,7 @@
" \n",
" \n",
" \n",
- " [0, 4]
\n",
+ " [0, 4]
\n",
" \n",
" \n",
" Parameters
\n",
@@ -2737,7 +2737,7 @@
" \n",
" \n",
" \n",
- " [0, 4]
\n",
+ " [0, 4]
\n",
" \n",
" \n",
" Parameters
\n",
@@ -2795,7 +2795,7 @@
" \n",
" \n",
" \n",
- " \n",
+ " \n",
" \n",
" \n",
" Parameters
\n",
@@ -3224,7 +3224,7 @@
" }\n",
"}\n",
"\n",
- "forceTheme('sk-container-id-3');"
+ "forceTheme('sk-container-id-9');"
],
"text/plain": [
"Pipeline(steps=[('preprocessing',\n",
@@ -3238,7 +3238,7 @@
" ('model', RandomForestClassifier(random_state=125))])"
]
},
- "execution_count": 11,
+ "execution_count": 38,
"metadata": {},
"output_type": "execute_result"
}
diff --git a/report.md b/report.md
index 71a3265..7ede6ef 100644
--- a/report.md
+++ b/report.md
@@ -1,5 +1,5 @@
## Model Metrics
-Accuracy = 0.97, F1 Score = 0.94.
+Accuracy = 0.98, F1 Score = 0.95.
## Confusion Matrix Plot
