diff --git a/analysis/analysis2.ipynb b/analysis/analysis2.ipynb
index 94bfbca..6e28480 100644
--- a/analysis/analysis2.ipynb
+++ b/analysis/analysis2.ipynb
@@ -298,7 +298,7 @@
"Model: OLS Adj. R-squared: -0.000\n",
"Method: Least Squares F-statistic: 0.2970\n",
"Date: Fri, 09 Aug 2024 Prob (F-statistic): 0.586\n",
- "Time: 15:02:29 Log-Likelihood: -1.0577e+05\n",
+ "Time: 15:56:51 Log-Likelihood: -1.0577e+05\n",
"No. Observations: 16890 AIC: 2.116e+05\n",
"Df Residuals: 16888 BIC: 2.116e+05\n",
"Df Model: 1 \n",
@@ -739,7 +739,7 @@
},
{
"cell_type": "code",
- "execution_count": 20,
+ "execution_count": 19,
"metadata": {},
"outputs": [
{
@@ -759,7 +759,7 @@
"Name: count, dtype: int64"
]
},
- "execution_count": 20,
+ "execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
@@ -774,7 +774,7 @@
},
{
"cell_type": "code",
- "execution_count": 21,
+ "execution_count": 20,
"metadata": {},
"outputs": [
{
@@ -794,7 +794,7 @@
"Name: count, dtype: int64"
]
},
- "execution_count": 21,
+ "execution_count": 20,
"metadata": {},
"output_type": "execute_result"
}
@@ -809,7 +809,7 @@
},
{
"cell_type": "code",
- "execution_count": 22,
+ "execution_count": 21,
"metadata": {},
"outputs": [
{
@@ -830,7 +830,7 @@
"Name: count, Length: 275, dtype: int64"
]
},
- "execution_count": 22,
+ "execution_count": 21,
"metadata": {},
"output_type": "execute_result"
}
@@ -845,7 +845,7 @@
},
{
"cell_type": "code",
- "execution_count": 23,
+ "execution_count": 22,
"metadata": {},
"outputs": [
{
@@ -888,7 +888,7 @@
"Name: count, dtype: int64"
]
},
- "execution_count": 23,
+ "execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
@@ -903,7 +903,7 @@
},
{
"cell_type": "code",
- "execution_count": 25,
+ "execution_count": 23,
"metadata": {},
"outputs": [
{
@@ -998,7 +998,7 @@
"08001008538 75.181714 "
]
},
- "execution_count": 25,
+ "execution_count": 23,
"metadata": {},
"output_type": "execute_result"
}
@@ -1018,7 +1018,7 @@
},
{
"cell_type": "code",
- "execution_count": 26,
+ "execution_count": 24,
"metadata": {},
"outputs": [
{
@@ -1095,7 +1095,7 @@
"percent_white -0.067320 1.000000 "
]
},
- "execution_count": 26,
+ "execution_count": 24,
"metadata": {},
"output_type": "execute_result"
}
@@ -1110,7 +1110,7 @@
},
{
"cell_type": "code",
- "execution_count": 27,
+ "execution_count": 25,
"metadata": {},
"outputs": [
{
@@ -1175,7 +1175,7 @@
},
{
"cell_type": "code",
- "execution_count": 29,
+ "execution_count": 26,
"metadata": {},
"outputs": [
{
@@ -1188,7 +1188,7 @@
"dtype: int64"
]
},
- "execution_count": 29,
+ "execution_count": 26,
"metadata": {},
"output_type": "execute_result"
}
@@ -1203,7 +1203,7 @@
},
{
"cell_type": "code",
- "execution_count": 30,
+ "execution_count": 27,
"metadata": {},
"outputs": [
{
@@ -1216,7 +1216,7 @@
"Model: OLS Adj. R-squared: 0.008\n",
"Method: Least Squares F-statistic: 1.403\n",
"Date: Fri, 09 Aug 2024 Prob (F-statistic): 0.244\n",
- "Time: 15:08:59 Log-Likelihood: -1091.6\n",
+ "Time: 15:56:53 Log-Likelihood: -1091.6\n",
"No. Observations: 157 AIC: 2191.\n",
"Df Residuals: 153 BIC: 2203.\n",
"Df Model: 3 \n",
@@ -1260,7 +1260,7 @@
},
{
"cell_type": "code",
- "execution_count": 31,
+ "execution_count": 28,
"metadata": {},
"outputs": [
{
@@ -1337,7 +1337,7 @@
"percent_white -0.067320 1.000000 "
]
},
- "execution_count": 31,
+ "execution_count": 28,
"metadata": {},
"output_type": "execute_result"
}
@@ -1352,10 +1352,549 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 30,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Initial Report Date | \n",
+ " Report Year | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " 2014-06-18 | \n",
+ " 2014 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " 2014-06-19 | \n",
+ " 2014 | \n",
+ "
\n",
+ " \n",
+ " | 2 | \n",
+ " 2014-06-19 | \n",
+ " 2014 | \n",
+ "
\n",
+ " \n",
+ " | 3 | \n",
+ " 2014-06-20 | \n",
+ " 2014 | \n",
+ "
\n",
+ " \n",
+ " | 4 | \n",
+ " 2014-06-23 | \n",
+ " 2014 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Initial Report Date Report Year\n",
+ "0 2014-06-18 2014\n",
+ "1 2014-06-19 2014\n",
+ "2 2014-06-19 2014\n",
+ "3 2014-06-20 2014\n",
+ "4 2014-06-23 2014"
+ ]
+ },
+ "execution_count": 30,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# Ensure the 'Initial Report Date' is in datetime format\n",
+ "spills_gdf['Initial Report Date'] = pd.to_datetime(spills_gdf['Initial Report Date'])\n",
+ "\n",
+ "# Extract the year from the 'Initial Report Date'\n",
+ "spills_gdf['Report Year'] = spills_gdf['Initial Report Date'].dt.year\n",
+ "\n",
+ "# Display the first few rows to verify the new column\n",
+ "spills_gdf[['Initial Report Date', 'Report Year']].head()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 38,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Report Year | \n",
+ " Number of Spills | \n",
+ " Average Spills (Jan-Aug) | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " 2015 | \n",
+ " 1145 | \n",
+ " 143.125 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " 2016 | \n",
+ " 900 | \n",
+ " 112.500 | \n",
+ "
\n",
+ " \n",
+ " | 2 | \n",
+ " 2017 | \n",
+ " 1100 | \n",
+ " 137.500 | \n",
+ "
\n",
+ " \n",
+ " | 3 | \n",
+ " 2018 | \n",
+ " 1069 | \n",
+ " 133.625 | \n",
+ "
\n",
+ " \n",
+ " | 4 | \n",
+ " 2019 | \n",
+ " 1056 | \n",
+ " 132.000 | \n",
+ "
\n",
+ " \n",
+ " | 5 | \n",
+ " 2020 | \n",
+ " 827 | \n",
+ " 103.375 | \n",
+ "
\n",
+ " \n",
+ " | 6 | \n",
+ " 2021 | \n",
+ " 1143 | \n",
+ " 142.875 | \n",
+ "
\n",
+ " \n",
+ " | 7 | \n",
+ " 2022 | \n",
+ " 1465 | \n",
+ " 183.125 | \n",
+ "
\n",
+ " \n",
+ " | 8 | \n",
+ " 2023 | \n",
+ " 1420 | \n",
+ " 177.500 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Report Year Number of Spills Average Spills (Jan-Aug)\n",
+ "0 2015 1145 143.125\n",
+ "1 2016 900 112.500\n",
+ "2 2017 1100 137.500\n",
+ "3 2018 1069 133.625\n",
+ "4 2019 1056 132.000\n",
+ "5 2020 827 103.375\n",
+ "6 2021 1143 142.875\n",
+ "7 2022 1465 183.125\n",
+ "8 2023 1420 177.500"
+ ]
+ },
+ "execution_count": 38,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# Filter the data for years 2015 to 2023\n",
+ "spills_gdf_filtered = spills_gdf[(spills_gdf['Report Year'] >= 2015) & (spills_gdf['Report Year'] <= 2023)]\n",
+ "\n",
+ "# Filter the data to include only spills reported from January to August\n",
+ "spills_gdf_filtered = spills_gdf_filtered[spills_gdf_filtered['Report Month'] <= 8]\n",
+ "\n",
+ "# Group by year and count the number of spills for each year up to August\n",
+ "spills_by_year_filtered = spills_gdf_filtered.groupby('Report Year').size().reset_index(name='Number of Spills')\n",
+ "\n",
+ "# Calculate the average number of spills per month for each year (January-August)\n",
+ "spills_by_year_filtered['Average Spills (Jan-Aug)'] = spills_by_year_filtered['Number of Spills'] / 8\n",
+ "\n",
+ "# Display the result\n",
+ "spills_by_year_filtered\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 39,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "import seaborn as sns\n",
+ "\n",
+ "# Plot the average number of spills per year (January-August) for 2015-2023\n",
+ "plt.figure(figsize=(12, 6))\n",
+ "sns.lineplot(x='Report Year', y='Average Spills (Jan-Aug)', data=spills_by_year_filtered, marker='o')\n",
+ "plt.title('Average Number of Spills Reported by Year (January-August, 2015-2023)')\n",
+ "plt.xlabel('Year')\n",
+ "plt.ylabel('Average Number of Spills')\n",
+ "plt.grid(True)\n",
+ "plt.show()\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Reporting Delay by Year"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 33,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Report Year | \n",
+ " Average Report Delay (Days) | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " 2014 | \n",
+ " 5.991485 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " 2015 | \n",
+ " 31.561963 | \n",
+ "
\n",
+ " \n",
+ " | 2 | \n",
+ " 2016 | \n",
+ " 8.813953 | \n",
+ "
\n",
+ " \n",
+ " | 3 | \n",
+ " 2017 | \n",
+ " 4.448169 | \n",
+ "
\n",
+ " \n",
+ " | 4 | \n",
+ " 2018 | \n",
+ " 2.939987 | \n",
+ "
\n",
+ " \n",
+ " | 5 | \n",
+ " 2019 | \n",
+ " 16.108612 | \n",
+ "
\n",
+ " \n",
+ " | 6 | \n",
+ " 2020 | \n",
+ " 12.212947 | \n",
+ "
\n",
+ " \n",
+ " | 7 | \n",
+ " 2021 | \n",
+ " 3.074157 | \n",
+ "
\n",
+ " \n",
+ " | 8 | \n",
+ " 2022 | \n",
+ " 7.804287 | \n",
+ "
\n",
+ " \n",
+ " | 9 | \n",
+ " 2023 | \n",
+ " 6.325469 | \n",
+ "
\n",
+ " \n",
+ " | 10 | \n",
+ " 2024 | \n",
+ " 12.123333 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Report Year Average Report Delay (Days)\n",
+ "0 2014 5.991485\n",
+ "1 2015 31.561963\n",
+ "2 2016 8.813953\n",
+ "3 2017 4.448169\n",
+ "4 2018 2.939987\n",
+ "5 2019 16.108612\n",
+ "6 2020 12.212947\n",
+ "7 2021 3.074157\n",
+ "8 2022 7.804287\n",
+ "9 2023 6.325469\n",
+ "10 2024 12.123333"
+ ]
+ },
+ "execution_count": 33,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# Group by 'Report Year' and calculate the average reporting delay\n",
+ "report_delay_by_year = spills_gdf.groupby('Report Year')['Report Delay (Days)'].mean().reset_index(name='Average Report Delay (Days)')\n",
+ "\n",
+ "# Display the average reporting delay by year\n",
+ "report_delay_by_year\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 34,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Plot the average reporting delay by year\n",
+ "plt.figure(figsize=(12, 6))\n",
+ "sns.lineplot(x='Report Year', y='Average Report Delay (Days)', data=report_delay_by_year, marker='o')\n",
+ "plt.title('Average Reporting Delay by Year')\n",
+ "plt.xlabel('Year')\n",
+ "plt.ylabel('Average Report Delay (Days)')\n",
+ "plt.grid(True)\n",
+ "plt.show()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 41,
"metadata": {},
"outputs": [],
- "source": []
+ "source": [
+ "# Filter the data for years 2015 to 2023\n",
+ "spill_gdf_filtered = spills_gdf[(spills_gdf['Report Year'] >= 2015) & (spills_gdf['Report Year'] <= 2023)]\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 42,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Report Year | \n",
+ " Average Spills per Month | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " 2015 | \n",
+ " 143.125 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " 2016 | \n",
+ " 112.500 | \n",
+ "
\n",
+ " \n",
+ " | 2 | \n",
+ " 2017 | \n",
+ " 137.500 | \n",
+ "
\n",
+ " \n",
+ " | 3 | \n",
+ " 2018 | \n",
+ " 133.625 | \n",
+ "
\n",
+ " \n",
+ " | 4 | \n",
+ " 2019 | \n",
+ " 132.000 | \n",
+ "
\n",
+ " \n",
+ " | 5 | \n",
+ " 2020 | \n",
+ " 103.375 | \n",
+ "
\n",
+ " \n",
+ " | 6 | \n",
+ " 2021 | \n",
+ " 142.875 | \n",
+ "
\n",
+ " \n",
+ " | 7 | \n",
+ " 2022 | \n",
+ " 183.125 | \n",
+ "
\n",
+ " \n",
+ " | 8 | \n",
+ " 2023 | \n",
+ " 177.500 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Report Year Average Spills per Month\n",
+ "0 2015 143.125\n",
+ "1 2016 112.500\n",
+ "2 2017 137.500\n",
+ "3 2018 133.625\n",
+ "4 2019 132.000\n",
+ "5 2020 103.375\n",
+ "6 2021 142.875\n",
+ "7 2022 183.125\n",
+ "8 2023 177.500"
+ ]
+ },
+ "execution_count": 42,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# Group by year and month, then count the number of spills\n",
+ "spills_by_month = spills_gdf_filtered.groupby(['Report Year', 'Report Month']).size().reset_index(name='Number of Spills')\n",
+ "\n",
+ "# Calculate the average number of spills per month for each year\n",
+ "monthly_average_spills = spills_by_month.groupby('Report Year')['Number of Spills'].mean().reset_index(name='Average Spills per Month')\n",
+ "\n",
+ "# Display the result\n",
+ "monthly_average_spills\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 43,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "import seaborn as sns\n",
+ "\n",
+ "# Plot the average number of spills per month for each year (2015-2023)\n",
+ "plt.figure(figsize=(12, 6))\n",
+ "sns.lineplot(x='Report Year', y='Average Spills per Month', data=monthly_average_spills, marker='o')\n",
+ "plt.title('Average Monthly Spill Reporting (January-December, 2015-2023)')\n",
+ "plt.xlabel('Year')\n",
+ "plt.ylabel('Average Number of Spills per Month')\n",
+ "plt.grid(True)\n",
+ "plt.show()\n"
+ ]
}
],
"metadata": {