From 554517acc2a2b490f04e33c5f66b305625e18300 Mon Sep 17 00:00:00 2001
From: faiqrasulov <107264725+faiqrasulov@users.noreply.github.com>
Date: Mon, 13 Jun 2022 21:08:42 +0400
Subject: [PATCH] XGBOOST Example added
---
.../examples/XGboost_Nasaexample .ipynb | 3442 ++++++++++++
mlfromscratch/examples/nasa.csv | 4688 +++++++++++++++++
2 files changed, 8130 insertions(+)
create mode 100644 mlfromscratch/examples/XGboost_Nasaexample .ipynb
create mode 100644 mlfromscratch/examples/nasa.csv
diff --git a/mlfromscratch/examples/XGboost_Nasaexample .ipynb b/mlfromscratch/examples/XGboost_Nasaexample .ipynb
new file mode 100644
index 00000000..c1622d9a
--- /dev/null
+++ b/mlfromscratch/examples/XGboost_Nasaexample .ipynb
@@ -0,0 +1,3442 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "cb86de0a-b181-4a81-b8f9-dd0c36605cd7",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import pandas as pd\n",
+ "import numpy as np\n",
+ "\n",
+ "import seaborn as sns\n",
+ "import matplotlib.pyplot as plt \n",
+ "%matplotlib inline \n",
+ "\n",
+ "pd.set_option('display.max_columns', None)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "381d224a-9aa2-4a04-8963-5d0823a37054",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "data = pd.read_csv(\"nasa.csv\")\n",
+ "df = data.copy()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "5052238b-a945-4d95-82d7-ff483c06b9a6",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
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+ " \n",
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+ " Est Dia in KM(max) | \n",
+ " Est Dia in M(min) | \n",
+ " Est Dia in M(max) | \n",
+ " Est Dia in Miles(min) | \n",
+ " Est Dia in Miles(max) | \n",
+ " Est Dia in Feet(min) | \n",
+ " Est Dia in Feet(max) | \n",
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+ " Miss Dist.(lunar) | \n",
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+ " Miss Dist.(miles) | \n",
+ " Orbiting Body | \n",
+ " Orbit ID | \n",
+ " Orbit Determination Date | \n",
+ " Orbit Uncertainity | \n",
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+ " Jupiter Tisserand Invariant | \n",
+ " Epoch Osculation | \n",
+ " Eccentricity | \n",
+ " Semi Major Axis | \n",
+ " Inclination | \n",
+ " Asc Node Longitude | \n",
+ " Orbital Period | \n",
+ " Perihelion Distance | \n",
+ " Perihelion Arg | \n",
+ " Aphelion Dist | \n",
+ " Perihelion Time | \n",
+ " Mean Anomaly | \n",
+ " Mean Motion | \n",
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+ " Neo Reference ID Name Absolute Magnitude Est Dia in KM(min) \\\n",
+ "0 3703080 3703080 21.6 0.127220 \n",
+ "1 3723955 3723955 21.3 0.146068 \n",
+ "2 2446862 2446862 20.3 0.231502 \n",
+ "3 3092506 3092506 27.4 0.008801 \n",
+ "4 3514799 3514799 21.6 0.127220 \n",
+ "\n",
+ " Est Dia in KM(max) Est Dia in M(min) Est Dia in M(max) \\\n",
+ "0 0.284472 127.219879 284.472297 \n",
+ "1 0.326618 146.067964 326.617897 \n",
+ "2 0.517654 231.502122 517.654482 \n",
+ "3 0.019681 8.801465 19.680675 \n",
+ "4 0.284472 127.219879 284.472297 \n",
+ "\n",
+ " Est Dia in Miles(min) Est Dia in Miles(max) Est Dia in Feet(min) \\\n",
+ "0 0.079051 0.176763 417.388066 \n",
+ "1 0.090762 0.202951 479.225620 \n",
+ "2 0.143849 0.321655 759.521423 \n",
+ "3 0.005469 0.012229 28.876199 \n",
+ "4 0.079051 0.176763 417.388066 \n",
+ "\n",
+ " Est Dia in Feet(max) Close Approach Date Epoch Date Close Approach \\\n",
+ "0 933.308089 1995-01-01 788947200000 \n",
+ "1 1071.581063 1995-01-01 788947200000 \n",
+ "2 1698.341531 1995-01-08 789552000000 \n",
+ "3 64.569144 1995-01-15 790156800000 \n",
+ "4 933.308089 1995-01-15 790156800000 \n",
+ "\n",
+ " Relative Velocity km per sec Relative Velocity km per hr Miles per hour \\\n",
+ "0 6.115834 22017.003799 13680.509944 \n",
+ "1 18.113985 65210.346095 40519.173105 \n",
+ "2 7.590711 27326.560182 16979.661798 \n",
+ "3 11.173874 40225.948191 24994.839864 \n",
+ "4 9.840831 35426.991794 22012.954985 \n",
+ "\n",
+ " Miss Dist.(Astronomical) Miss Dist.(lunar) Miss Dist.(kilometers) \\\n",
+ "0 0.419483 163.178711 62753692.0 \n",
+ "1 0.383014 148.992630 57298148.0 \n",
+ "2 0.050956 19.821890 7622911.5 \n",
+ "3 0.285322 110.990387 42683616.0 \n",
+ "4 0.407832 158.646713 61010824.0 \n",
+ "\n",
+ " Miss Dist.(miles) Orbiting Body Orbit ID Orbit Determination Date \\\n",
+ "0 38993336.0 Earth 17 2017-04-06 08:36:37 \n",
+ "1 35603420.0 Earth 21 2017-04-06 08:32:49 \n",
+ "2 4736657.5 Earth 22 2017-04-06 09:20:19 \n",
+ "3 26522368.0 Earth 7 2017-04-06 09:15:49 \n",
+ "4 37910368.0 Earth 25 2017-04-06 08:57:58 \n",
+ "\n",
+ " Orbit Uncertainity Minimum Orbit Intersection \\\n",
+ "0 5 0.025282 \n",
+ "1 3 0.186935 \n",
+ "2 0 0.043058 \n",
+ "3 6 0.005512 \n",
+ "4 1 0.034798 \n",
+ "\n",
+ " Jupiter Tisserand Invariant Epoch Osculation Eccentricity \\\n",
+ "0 4.634 2458000.5 0.425549 \n",
+ "1 5.457 2458000.5 0.351674 \n",
+ "2 4.557 2458000.5 0.348248 \n",
+ "3 5.093 2458000.5 0.216578 \n",
+ "4 5.154 2458000.5 0.210448 \n",
+ "\n",
+ " Semi Major Axis Inclination Asc Node Longitude Orbital Period \\\n",
+ "0 1.407011 6.025981 314.373913 609.599786 \n",
+ "1 1.107776 28.412996 136.717242 425.869294 \n",
+ "2 1.458824 4.237961 259.475979 643.580228 \n",
+ "3 1.255903 7.905894 57.173266 514.082140 \n",
+ "4 1.225615 16.793382 84.629307 495.597821 \n",
+ "\n",
+ " Perihelion Distance Perihelion Arg Aphelion Dist Perihelion Time \\\n",
+ "0 0.808259 57.257470 2.005764 2.458162e+06 \n",
+ "1 0.718200 313.091975 1.497352 2.457795e+06 \n",
+ "2 0.950791 248.415038 1.966857 2.458120e+06 \n",
+ "3 0.983902 18.707701 1.527904 2.457902e+06 \n",
+ "4 0.967687 158.263596 1.483543 2.457814e+06 \n",
+ "\n",
+ " Mean Anomaly Mean Motion Equinox Hazardous \n",
+ "0 264.837533 0.590551 J2000 True \n",
+ "1 173.741112 0.845330 J2000 False \n",
+ "2 292.893654 0.559371 J2000 True \n",
+ "3 68.741007 0.700277 J2000 False \n",
+ "4 135.142133 0.726395 J2000 True "
+ ]
+ },
+ "execution_count": 3,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "3fc03205-9bf1-4257-bbaa-9d89a8d978cf",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "0"
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df.isnull().sum().sum()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "1f552c4f-bc83-4e0a-aadc-444a0a2ec649",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "0"
+ ]
+ },
+ "execution_count": 7,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df.duplicated().sum()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "42f540dd-a811-49ac-b3d4-0fe9dd1bffe7",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "C:\\Users\\frasulov\\AppData\\Local\\Temp\\ipykernel_7996\\692871154.py:3: DeprecationWarning: `np.bool` is a deprecated alias for the builtin `bool`. To silence this warning, use `bool` by itself. Doing this will not modify any behavior and is safe. If you specifically wanted the numpy scalar type, use `np.bool_` here.\n",
+ "Deprecated in NumPy 1.20; for more details and guidance: https://numpy.org/devdocs/release/1.20.0-notes.html#deprecations\n",
+ " mask = np.triu(np.ones_like(df.corr(), dtype=np.bool))\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure(figsize=(16, 12))\n",
+ "# define the mask to set the values in the upper triangle to True\n",
+ "mask = np.triu(np.ones_like(df.corr(), dtype=np.bool))\n",
+ "heatmap = sns.heatmap(round(df.corr(),1), mask=mask, vmin=-1, vmax=1, annot=True, cmap='BrBG')\n",
+ "heatmap.set_title('Correlation Heatmap', fontdict={'fontsize':18}, pad=16);"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "085dbcfd-09bd-4fa1-a644-06b8f99a66d3",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Index(['Neo Reference ID', 'Name', 'Absolute Magnitude', 'Est Dia in KM(min)',\n",
+ " 'Est Dia in KM(max)', 'Est Dia in M(min)', 'Est Dia in M(max)',\n",
+ " 'Est Dia in Miles(min)', 'Est Dia in Miles(max)',\n",
+ " 'Est Dia in Feet(min)', 'Est Dia in Feet(max)', 'Close Approach Date',\n",
+ " 'Epoch Date Close Approach', 'Relative Velocity km per sec',\n",
+ " 'Relative Velocity km per hr', 'Miles per hour',\n",
+ " 'Miss Dist.(Astronomical)', 'Miss Dist.(lunar)',\n",
+ " 'Miss Dist.(kilometers)', 'Miss Dist.(miles)', 'Orbiting Body',\n",
+ " 'Orbit ID', 'Orbit Determination Date', 'Orbit Uncertainity',\n",
+ " 'Minimum Orbit Intersection', 'Jupiter Tisserand Invariant',\n",
+ " 'Epoch Osculation', 'Eccentricity', 'Semi Major Axis', 'Inclination',\n",
+ " 'Asc Node Longitude', 'Orbital Period', 'Perihelion Distance',\n",
+ " 'Perihelion Arg', 'Aphelion Dist', 'Perihelion Time', 'Mean Anomaly',\n",
+ " 'Mean Motion', 'Equinox', 'Hazardous'],\n",
+ " dtype='object')"
+ ]
+ },
+ "execution_count": 8,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df.columns"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "92bbffdb-0d97-4fc3-892b-fdbf898688c6",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "drop_cols= ['Est Dia in M(min)', 'Est Dia in M(max)','Est Dia in Miles(min)', 'Est Dia in Miles(max)','Est Dia in Feet(min)', 'Est Dia in Feet(max)','Relative Velocity km per hr', 'Miles per hour','Miss Dist.(lunar)','Miss Dist.(miles)','Miss Dist.(Astronomical)']"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "3da91844-5259-48f7-8a3f-9c1af5c6eb76",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df.drop(labels=drop_cols, axis=1, inplace=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "8019a099-71ee-415f-8279-9d97245d6df9",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Neo Reference ID | \n",
+ " Name | \n",
+ " Absolute Magnitude | \n",
+ " Est Dia in KM(min) | \n",
+ " Est Dia in KM(max) | \n",
+ " Close Approach Date | \n",
+ " Epoch Date Close Approach | \n",
+ " Relative Velocity km per sec | \n",
+ " Miss Dist.(kilometers) | \n",
+ " Orbiting Body | \n",
+ " Orbit ID | \n",
+ " Orbit Determination Date | \n",
+ " Orbit Uncertainity | \n",
+ " Minimum Orbit Intersection | \n",
+ " Jupiter Tisserand Invariant | \n",
+ " Epoch Osculation | \n",
+ " Eccentricity | \n",
+ " Semi Major Axis | \n",
+ " Inclination | \n",
+ " Asc Node Longitude | \n",
+ " Orbital Period | \n",
+ " Perihelion Distance | \n",
+ " Perihelion Arg | \n",
+ " Aphelion Dist | \n",
+ " Perihelion Time | \n",
+ " Mean Anomaly | \n",
+ " Mean Motion | \n",
+ " Equinox | \n",
+ " Hazardous | \n",
+ "
\n",
+ " \n",
+ " \n",
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+ " 0 | \n",
+ " 3703080 | \n",
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+ " 0.127220 | \n",
+ " 0.284472 | \n",
+ " 1995-01-01 | \n",
+ " 788947200000 | \n",
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+ " 3 | \n",
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+ " 2.457795e+06 | \n",
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\n",
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+ " 1.966857 | \n",
+ " 2.458120e+06 | \n",
+ " 292.893654 | \n",
+ " 0.559371 | \n",
+ " J2000 | \n",
+ " True | \n",
+ "
\n",
+ " \n",
+ " 3 | \n",
+ " 3092506 | \n",
+ " 3092506 | \n",
+ " 27.4 | \n",
+ " 0.008801 | \n",
+ " 0.019681 | \n",
+ " 1995-01-15 | \n",
+ " 790156800000 | \n",
+ " 11.173874 | \n",
+ " 42683616.0 | \n",
+ " Earth | \n",
+ " 7 | \n",
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+ " 6 | \n",
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\n",
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+ " 4 | \n",
+ " 3514799 | \n",
+ " 3514799 | \n",
+ " 21.6 | \n",
+ " 0.127220 | \n",
+ " 0.284472 | \n",
+ " 1995-01-15 | \n",
+ " 790156800000 | \n",
+ " 9.840831 | \n",
+ " 61010824.0 | \n",
+ " Earth | \n",
+ " 25 | \n",
+ " 2017-04-06 08:57:58 | \n",
+ " 1 | \n",
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+ " 0.210448 | \n",
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+ " 2.457814e+06 | \n",
+ " 135.142133 | \n",
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+ " True | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Neo Reference ID Name Absolute Magnitude Est Dia in KM(min) \\\n",
+ "0 3703080 3703080 21.6 0.127220 \n",
+ "1 3723955 3723955 21.3 0.146068 \n",
+ "2 2446862 2446862 20.3 0.231502 \n",
+ "3 3092506 3092506 27.4 0.008801 \n",
+ "4 3514799 3514799 21.6 0.127220 \n",
+ "\n",
+ " Est Dia in KM(max) Close Approach Date Epoch Date Close Approach \\\n",
+ "0 0.284472 1995-01-01 788947200000 \n",
+ "1 0.326618 1995-01-01 788947200000 \n",
+ "2 0.517654 1995-01-08 789552000000 \n",
+ "3 0.019681 1995-01-15 790156800000 \n",
+ "4 0.284472 1995-01-15 790156800000 \n",
+ "\n",
+ " Relative Velocity km per sec Miss Dist.(kilometers) Orbiting Body \\\n",
+ "0 6.115834 62753692.0 Earth \n",
+ "1 18.113985 57298148.0 Earth \n",
+ "2 7.590711 7622911.5 Earth \n",
+ "3 11.173874 42683616.0 Earth \n",
+ "4 9.840831 61010824.0 Earth \n",
+ "\n",
+ " Orbit ID Orbit Determination Date Orbit Uncertainity \\\n",
+ "0 17 2017-04-06 08:36:37 5 \n",
+ "1 21 2017-04-06 08:32:49 3 \n",
+ "2 22 2017-04-06 09:20:19 0 \n",
+ "3 7 2017-04-06 09:15:49 6 \n",
+ "4 25 2017-04-06 08:57:58 1 \n",
+ "\n",
+ " Minimum Orbit Intersection Jupiter Tisserand Invariant Epoch Osculation \\\n",
+ "0 0.025282 4.634 2458000.5 \n",
+ "1 0.186935 5.457 2458000.5 \n",
+ "2 0.043058 4.557 2458000.5 \n",
+ "3 0.005512 5.093 2458000.5 \n",
+ "4 0.034798 5.154 2458000.5 \n",
+ "\n",
+ " Eccentricity Semi Major Axis Inclination Asc Node Longitude \\\n",
+ "0 0.425549 1.407011 6.025981 314.373913 \n",
+ "1 0.351674 1.107776 28.412996 136.717242 \n",
+ "2 0.348248 1.458824 4.237961 259.475979 \n",
+ "3 0.216578 1.255903 7.905894 57.173266 \n",
+ "4 0.210448 1.225615 16.793382 84.629307 \n",
+ "\n",
+ " Orbital Period Perihelion Distance Perihelion Arg Aphelion Dist \\\n",
+ "0 609.599786 0.808259 57.257470 2.005764 \n",
+ "1 425.869294 0.718200 313.091975 1.497352 \n",
+ "2 643.580228 0.950791 248.415038 1.966857 \n",
+ "3 514.082140 0.983902 18.707701 1.527904 \n",
+ "4 495.597821 0.967687 158.263596 1.483543 \n",
+ "\n",
+ " Perihelion Time Mean Anomaly Mean Motion Equinox Hazardous \n",
+ "0 2.458162e+06 264.837533 0.590551 J2000 True \n",
+ "1 2.457795e+06 173.741112 0.845330 J2000 False \n",
+ "2 2.458120e+06 292.893654 0.559371 J2000 True \n",
+ "3 2.457902e+06 68.741007 0.700277 J2000 False \n",
+ "4 2.457814e+06 135.142133 0.726395 J2000 True "
+ ]
+ },
+ "execution_count": 11,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "id": "c26e45ad-04c7-4886-a603-b9d8d96b1de6",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "(4687, 29)"
+ ]
+ },
+ "execution_count": 12,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "6ab4e017-7e81-4aac-8e3c-1aa98dcfe6fc",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Neo Reference ID 3692\n",
+ "Name 3692\n",
+ "Absolute Magnitude 269\n",
+ "Est Dia in KM(min) 269\n",
+ "Est Dia in KM(max) 269\n",
+ "Close Approach Date 777\n",
+ "Epoch Date Close Approach 777\n",
+ "Relative Velocity km per sec 4687\n",
+ "Miss Dist.(kilometers) 4661\n",
+ "Orbiting Body 1\n",
+ "Orbit ID 188\n",
+ "Orbit Determination Date 2680\n",
+ "Orbit Uncertainity 10\n",
+ "Minimum Orbit Intersection 3678\n",
+ "Jupiter Tisserand Invariant 2495\n",
+ "Epoch Osculation 429\n",
+ "Eccentricity 3692\n",
+ "Semi Major Axis 3692\n",
+ "Inclination 3692\n",
+ "Asc Node Longitude 3692\n",
+ "Orbital Period 3692\n",
+ "Perihelion Distance 3692\n",
+ "Perihelion Arg 3692\n",
+ "Aphelion Dist 3692\n",
+ "Perihelion Time 3692\n",
+ "Mean Anomaly 3692\n",
+ "Mean Motion 3692\n",
+ "Equinox 1\n",
+ "Hazardous 2\n",
+ "dtype: int64"
+ ]
+ },
+ "execution_count": 13,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df.nunique()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "id": "901eeaaa-9504-447f-9833-0a0464cb58c5",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "2458000.5 4048\n",
+ "2457600.5 64\n",
+ "2457800.5 55\n",
+ "2455707.5 5\n",
+ "2457431.5 4\n",
+ " ... \n",
+ "2454806.5 1\n",
+ "2454791.5 1\n",
+ "2454765.5 1\n",
+ "2454768.5 1\n",
+ "2457637.5 1\n",
+ "Name: Epoch Osculation, Length: 429, dtype: int64"
+ ]
+ },
+ "execution_count": 14,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df['Epoch Osculation'].value_counts()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "id": "9ba34995-162c-453a-897e-c5f907bcdb8b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ " df.drop(['Equinox','Orbiting Body', 'Neo Reference ID','Name','Close Approach Date', 'Orbit Determination Date'], axis=1, inplace=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "id": "30f9661c-224c-4908-879b-322d4e3bb83a",
+ "metadata": {},
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\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Absolute_Magnitude | \n",
+ " Est_Dia_in_KM(min) | \n",
+ " Est_Dia_in_KM(max) | \n",
+ " Epoch_Date_Close_Approach | \n",
+ " Relative_Velocity_km_per_sec | \n",
+ " Miss_Dist.(kilometers) | \n",
+ " Orbit_ID | \n",
+ " Orbit_Uncertainity | \n",
+ " Minimum_Orbit_Intersection | \n",
+ " Jupiter_Tisserand_Invariant | \n",
+ " Epoch_Osculation | \n",
+ " Eccentricity | \n",
+ " Semi_Major_Axis | \n",
+ " Inclination | \n",
+ " Asc_Node_Longitude | \n",
+ " Orbital_Period | \n",
+ " Perihelion_Distance | \n",
+ " Perihelion_Arg | \n",
+ " Aphelion_Dist | \n",
+ " Perihelion_Time | \n",
+ " Mean_Anomaly | \n",
+ " Mean_Motion | \n",
+ " Hazardous | \n",
+ "
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+ " \n",
+ " \n",
+ " \n",
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+ " \n",
+ " 4 | \n",
+ " 21.6 | \n",
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+ " 0.284472 | \n",
+ " 790156800000 | \n",
+ " 9.840831 | \n",
+ " 61010824.0 | \n",
+ " 25 | \n",
+ " 1 | \n",
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+ " 1.225615 | \n",
+ " 16.793382 | \n",
+ " 84.629307 | \n",
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+ " 158.263596 | \n",
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+ " True | \n",
+ "
\n",
+ " \n",
+ "
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+ "
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+ ],
+ "text/plain": [
+ " Absolute_Magnitude Est_Dia_in_KM(min) Est_Dia_in_KM(max) \\\n",
+ "0 21.6 0.127220 0.284472 \n",
+ "1 21.3 0.146068 0.326618 \n",
+ "2 20.3 0.231502 0.517654 \n",
+ "3 27.4 0.008801 0.019681 \n",
+ "4 21.6 0.127220 0.284472 \n",
+ "\n",
+ " Epoch_Date_Close_Approach Relative_Velocity_km_per_sec \\\n",
+ "0 788947200000 6.115834 \n",
+ "1 788947200000 18.113985 \n",
+ "2 789552000000 7.590711 \n",
+ "3 790156800000 11.173874 \n",
+ "4 790156800000 9.840831 \n",
+ "\n",
+ " Miss_Dist.(kilometers) Orbit_ID Orbit_Uncertainity \\\n",
+ "0 62753692.0 17 5 \n",
+ "1 57298148.0 21 3 \n",
+ "2 7622911.5 22 0 \n",
+ "3 42683616.0 7 6 \n",
+ "4 61010824.0 25 1 \n",
+ "\n",
+ " Minimum_Orbit_Intersection Jupiter_Tisserand_Invariant Epoch_Osculation \\\n",
+ "0 0.025282 4.634 2458000.5 \n",
+ "1 0.186935 5.457 2458000.5 \n",
+ "2 0.043058 4.557 2458000.5 \n",
+ "3 0.005512 5.093 2458000.5 \n",
+ "4 0.034798 5.154 2458000.5 \n",
+ "\n",
+ " Eccentricity Semi_Major_Axis Inclination Asc_Node_Longitude \\\n",
+ "0 0.425549 1.407011 6.025981 314.373913 \n",
+ "1 0.351674 1.107776 28.412996 136.717242 \n",
+ "2 0.348248 1.458824 4.237961 259.475979 \n",
+ "3 0.216578 1.255903 7.905894 57.173266 \n",
+ "4 0.210448 1.225615 16.793382 84.629307 \n",
+ "\n",
+ " Orbital_Period Perihelion_Distance Perihelion_Arg Aphelion_Dist \\\n",
+ "0 609.599786 0.808259 57.257470 2.005764 \n",
+ "1 425.869294 0.718200 313.091975 1.497352 \n",
+ "2 643.580228 0.950791 248.415038 1.966857 \n",
+ "3 514.082140 0.983902 18.707701 1.527904 \n",
+ "4 495.597821 0.967687 158.263596 1.483543 \n",
+ "\n",
+ " Perihelion_Time Mean_Anomaly Mean_Motion Hazardous \n",
+ "0 2.458162e+06 264.837533 0.590551 True \n",
+ "1 2.457795e+06 173.741112 0.845330 False \n",
+ "2 2.458120e+06 292.893654 0.559371 True \n",
+ "3 2.457902e+06 68.741007 0.700277 False \n",
+ "4 2.457814e+06 135.142133 0.726395 True "
+ ]
+ },
+ "execution_count": 16,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df.columns=df.columns.str.replace(' ', '_')\n",
+ "df.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "id": "6f8ae934-2dbb-4b0b-837f-a8e348e07f6c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from sklearn.preprocessing import LabelBinarizer \n",
+ "encoder = LabelBinarizer()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "id": "782ed43d-8333-4b36-b205-b163f7379c65",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df[\"Hazardous\"] = encoder.fit_transform(df[\"Hazardous\"])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "id": "f2e42e76-832b-448b-be79-99ac9a3d866a",
+ "metadata": {},
+ "outputs": [
+ {
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+ " Epoch_Date_Close_Approach | \n",
+ " Relative_Velocity_km_per_sec | \n",
+ " Miss_Dist.(kilometers) | \n",
+ " Orbit_ID | \n",
+ " Orbit_Uncertainity | \n",
+ " Minimum_Orbit_Intersection | \n",
+ " Jupiter_Tisserand_Invariant | \n",
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+ ],
+ "text/plain": [
+ " Absolute_Magnitude Est_Dia_in_KM(min) Est_Dia_in_KM(max) \\\n",
+ "0 21.6 0.127220 0.284472 \n",
+ "1 21.3 0.146068 0.326618 \n",
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+ "3 27.4 0.008801 0.019681 \n",
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+ "\n",
+ " Epoch_Date_Close_Approach Relative_Velocity_km_per_sec \\\n",
+ "0 788947200000 6.115834 \n",
+ "1 788947200000 18.113985 \n",
+ "2 789552000000 7.590711 \n",
+ "3 790156800000 11.173874 \n",
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+ "\n",
+ " Miss_Dist.(kilometers) Orbit_ID Orbit_Uncertainity \\\n",
+ "0 62753692.0 17 5 \n",
+ "1 57298148.0 21 3 \n",
+ "2 7622911.5 22 0 \n",
+ "3 42683616.0 7 6 \n",
+ "4 61010824.0 25 1 \n",
+ "\n",
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+ "0 0.025282 4.634 2458000.5 \n",
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+ "2 0.043058 4.557 2458000.5 \n",
+ "3 0.005512 5.093 2458000.5 \n",
+ "4 0.034798 5.154 2458000.5 \n",
+ "\n",
+ " Eccentricity Semi_Major_Axis Inclination Asc_Node_Longitude \\\n",
+ "0 0.425549 1.407011 6.025981 314.373913 \n",
+ "1 0.351674 1.107776 28.412996 136.717242 \n",
+ "2 0.348248 1.458824 4.237961 259.475979 \n",
+ "3 0.216578 1.255903 7.905894 57.173266 \n",
+ "4 0.210448 1.225615 16.793382 84.629307 \n",
+ "\n",
+ " Orbital_Period Perihelion_Distance Perihelion_Arg Aphelion_Dist \\\n",
+ "0 609.599786 0.808259 57.257470 2.005764 \n",
+ "1 425.869294 0.718200 313.091975 1.497352 \n",
+ "2 643.580228 0.950791 248.415038 1.966857 \n",
+ "3 514.082140 0.983902 18.707701 1.527904 \n",
+ "4 495.597821 0.967687 158.263596 1.483543 \n",
+ "\n",
+ " Perihelion_Time Mean_Anomaly Mean_Motion Hazardous \n",
+ "0 2.458162e+06 264.837533 0.590551 1 \n",
+ "1 2.457795e+06 173.741112 0.845330 0 \n",
+ "2 2.458120e+06 292.893654 0.559371 1 \n",
+ "3 2.457902e+06 68.741007 0.700277 0 \n",
+ "4 2.457814e+06 135.142133 0.726395 1 "
+ ]
+ },
+ "execution_count": 19,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "id": "7225696c-4e9c-4515-8b96-b5020d1495d2",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
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