{
"cells": [
{
"cell_type": "markdown",
"id": "594c8d15-68ec-466b-bec1-4d74120f8c0e",
"metadata": {},
"source": [
"# Predicting Housing Prices in Ames, Iowa\n",
"\n",
"To better understand the housing market in Ames we will create a regression model to predict the \n",
"sale price of any given house by analyzing certain features of that house. By comparing the predicted \n",
"sale price to a list of known sale prices of houses with the same features, we can test our model and \n",
"assign a score to the results. This can then be used to judge whether or not the price of a house for\n",
"sale is in line with what it should be, or to come up with a price for a new listing."
]
},
{
"cell_type": "markdown",
"id": "4018d860-3f73-4cd1-baa2-56406ddbf05f",
"metadata": {},
"source": [
"### Imports"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "2438f7a8-f9b7-4fba-9783-9c644b44362d",
"metadata": {
"execution": {
"iopub.execute_input": "2022-05-30T20:48:02.024387Z",
"iopub.status.busy": "2022-05-30T20:48:02.023868Z",
"iopub.status.idle": "2022-05-30T20:48:03.639974Z",
"shell.execute_reply": "2022-05-30T20:48:03.639485Z",
"shell.execute_reply.started": "2022-05-30T20:48:02.024310Z"
},
"tags": []
},
"outputs": [],
"source": [
"import numpy as np\n",
"import pandas as pd\n",
"import matplotlib.pyplot as plt\n",
"from matplotlib.gridspec import GridSpec\n",
"from sklearn.preprocessing import StandardScaler, QuantileTransformer, PolynomialFeatures\n",
"from sklearn.linear_model import LinearRegression, LogisticRegression, LassoCV, Lasso, Ridge, RidgeCV\n",
"from sklearn.neighbors import KNeighborsRegressor\n",
"from sklearn.model_selection import GridSearchCV, train_test_split\n",
"from sklearn.pipeline import Pipeline\n",
"from sklearn.metrics import mean_squared_error, r2_score\n",
"import seaborn as sns\n",
"from wand.image import Image\n",
"from wand.color import Color\n"
]
},
{
"cell_type": "markdown",
"id": "3f3887bf-5bf7-4802-9c45-913d67063613",
"metadata": {},
"source": [
"### Load and Clean Data"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "262991a8-6f4f-4af5-9654-4c58763fb931",
"metadata": {
"execution": {
"iopub.execute_input": "2022-05-30T20:48:03.641159Z",
"iopub.status.busy": "2022-05-30T20:48:03.640832Z",
"iopub.status.idle": "2022-05-30T20:48:03.672779Z",
"shell.execute_reply": "2022-05-30T20:48:03.672211Z",
"shell.execute_reply.started": "2022-05-30T20:48:03.641141Z"
},
"tags": []
},
"outputs": [],
"source": [
"# Load in data from CSV\n",
"kaggle = pd.read_csv('data/test.csv')\n",
"train = pd.read_csv('data/train.csv')"
]
},
{
"cell_type": "markdown",
"id": "c78eaa1a-340a-4c00-999b-1ab5456c1021",
"metadata": {},
"source": [
"Spaces should be underscores and column names should be all lowercase to make things easier to type"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "452a5cf0-878d-4ae5-b799-201c2c082d9f",
"metadata": {
"execution": {
"iopub.execute_input": "2022-05-30T20:48:03.673849Z",
"iopub.status.busy": "2022-05-30T20:48:03.673619Z",
"iopub.status.idle": "2022-05-30T20:48:03.677612Z",
"shell.execute_reply": "2022-05-30T20:48:03.676907Z",
"shell.execute_reply.started": "2022-05-30T20:48:03.673832Z"
},
"tags": []
},
"outputs": [],
"source": [
"for df in [train,kaggle]:\n",
" df.columns = [col.lower().replace(' ','_') for col in df.columns]"
]
},
{
"cell_type": "markdown",
"id": "23670302-d9dd-4c2e-a391-0be65ddc3832",
"metadata": {},
"source": [
"### Discovery\n",
"Let's figure out what we're going to feed into the model. [The dictionary can be found here](data/dictionary.txt)
\n",
"First let's make a function to make plotting easier."
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "d152cb9e-3b90-42dd-87fe-9265158fce6f",
"metadata": {
"execution": {
"iopub.execute_input": "2022-05-30T20:50:35.358569Z",
"iopub.status.busy": "2022-05-30T20:50:35.357933Z",
"iopub.status.idle": "2022-05-30T20:50:35.363845Z",
"shell.execute_reply": "2022-05-30T20:50:35.362921Z",
"shell.execute_reply.started": "2022-05-30T20:50:35.358538Z"
},
"tags": []
},
"outputs": [],
"source": [
"sns.set_context('talk')\n",
"sns.set_style('darkgrid')\n",
"def discover_plot(x,y):\n",
" figname = str(x[0])+str(y[0])+'.svg'\n",
" return sns.jointplot(y=y, x=x,\n",
" kind=\"reg\", truncate=False,\n",
" color='crimson', height=7,\n",
" ).savefig(figname, backend='Cairo')"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "0217c6ad-a2d3-48de-a116-723ca1d0d41b",
"metadata": {
"execution": {
"iopub.execute_input": "2022-05-30T20:48:17.945279Z",
"iopub.status.busy": "2022-05-30T20:48:17.944876Z",
"iopub.status.idle": "2022-05-30T20:48:17.949875Z",
"shell.execute_reply": "2022-05-30T20:48:17.949042Z",
"shell.execute_reply.started": "2022-05-30T20:48:17.945247Z"
},
"tags": []
},
"outputs": [],
"source": [
"gr_liv = str(train.gr_liv_area[0])+str(train.saleprice[0])+'.png'"
]
},
{
"cell_type": "code",
"execution_count": 102,
"id": "ca94d4a7-be9c-46e7-9d70-0bc3eeb4f33f",
"metadata": {
"execution": {
"iopub.execute_input": "2022-05-29T08:04:32.972946Z",
"iopub.status.busy": "2022-05-29T08:04:32.972334Z",
"iopub.status.idle": "2022-05-29T08:04:32.977528Z",
"shell.execute_reply": "2022-05-29T08:04:32.976647Z",
"shell.execute_reply.started": "2022-05-29T08:04:32.972916Z"
},
"tags": []
},
"outputs": [
{
"ename": "SyntaxError",
"evalue": "invalid syntax (3671886240.py, line 2)",
"output_type": "error",
"traceback": [
"\u001b[0;36m Input \u001b[0;32mIn [102]\u001b[0;36m\u001b[0m\n\u001b[0;31m img.\u001b[0m\n\u001b[0m ^\u001b[0m\n\u001b[0;31mSyntaxError\u001b[0m\u001b[0;31m:\u001b[0m invalid syntax\n"
]
}
],
"source": [
"with Image(filename=gr_liv) as img:\n",
" img.\n",
" img.save(filename='edge-pl1.png')"
]
},
{
"cell_type": "code",
"execution_count": 103,
"id": "bcce29db-9682-4264-8fe5-616660ca82d0",
"metadata": {
"execution": {
"iopub.execute_input": "2022-05-29T08:04:33.168532Z",
"iopub.status.busy": "2022-05-29T08:04:33.168059Z",
"iopub.status.idle": "2022-05-29T08:04:33.177108Z",
"shell.execute_reply": "2022-05-29T08:04:33.176550Z",
"shell.execute_reply.started": "2022-05-29T08:04:33.168502Z"
},
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"Int64Index: 2047 entries, 0 to 2050\n",
"Series name: gr_liv_area\n",
"Non-Null Count Dtype\n",
"-------------- -----\n",
"2047 non-null int64\n",
"dtypes: int64(1)\n",
"memory usage: 96.5 KB\n"
]
}
],
"source": [
"train.gr_liv_area.info()"
]
},
{
"cell_type": "markdown",
"id": "ea5fcbc3-3180-4fd6-9990-02fb020c7e6f",
"metadata": {},
"source": [
"Above grade living area sounds like a feature with lots of influence and has no nulls. A low hanging fruit"
]
},
{
"cell_type": "code",
"execution_count": 104,
"id": "eed7245f-6dea-416d-8a8e-2542f65dd241",
"metadata": {
"execution": {
"iopub.execute_input": "2022-05-29T08:04:33.585261Z",
"iopub.status.busy": "2022-05-29T08:04:33.584773Z",
"iopub.status.idle": "2022-05-29T08:04:34.508102Z",
"shell.execute_reply": "2022-05-29T08:04:34.507183Z",
"shell.execute_reply.started": "2022-05-29T08:04:33.585232Z"
},
"tags": []
},
"outputs": [
{
"data": {
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\n",
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