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Kaggle:
Predicting
Housing
Prices
By: Karan Seth
OUTILINE
• Introduction
• Problem Statement
• Dataset
• Pipeline
• Data cleaning
• Feature engineering
• Model creation
• Grid Search cross validation
• Result/Output
INTRODUCTION
• In this project, we have built machine learning
model to predict the house prices.
• Housing sales price are determined by
numerous factors such as material quality, living
area square feet ,Size of garage, location of the
house number of bedrooms and so on.
• We will apply numerous regression
models and will find out the most
optimal model with maxiumum R-
squared value.
PROBLEM STATEMENT
• Real estate is not only the key sector of the
national economy, but also one of the citizen’s
major concerns.
• With increasing demand of housing,prices of
houses are also going up.
• It is critical to provide accurate predictions of
housing prices.
Dataset:
• Dataset comes from Kaggle.com.
• Link to dataset:
https://www.kaggle.com/c/house-prices-advanced-regression-techniques/data
• There are total two dataset as follows:
PIPELINE: Importing Libraries
Data Exploration
Data Cleaning
Feature Engineering
Grid search cross-
validation
Optimal Model Creation
Creating submission file
Feature co-relation
matrix
Distribution of
Target Variable
Dealing
with
Missing
values
3-ways to deal with missing values in
this particular dataset
Data we
can drop
Dealing
with
numerical
data
Dealing
with
categorical
data
Dropping Missing value:
We notice that few feature have missing values that are really missing. That
means that specific house doesn't have that feature. So, we can drop those
columns as follow:
Dealing with Numerical data
Some features consist of numbers that are actually categories
so we'll convert to str so they get binarized later. Then we can fill
numerical data with mean of that specific fearure.
Dealing with Categorical data
While filling categorical values, we have use different
techniques.
Feature Engineering:
MODEL
SELECTION:
 Random forest Model
has highest value of R-
Square. So, we can
conclude that Random
forest model is the most
optimal model for this
dataset.
Creation of final submission:
I am still working on this project. If you have any suggestions , please
provide feedback at karanseth718@gmail.com

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House price prediction

  • 2. OUTILINE • Introduction • Problem Statement • Dataset • Pipeline • Data cleaning • Feature engineering • Model creation • Grid Search cross validation • Result/Output
  • 3. INTRODUCTION • In this project, we have built machine learning model to predict the house prices. • Housing sales price are determined by numerous factors such as material quality, living area square feet ,Size of garage, location of the house number of bedrooms and so on. • We will apply numerous regression models and will find out the most optimal model with maxiumum R- squared value.
  • 4. PROBLEM STATEMENT • Real estate is not only the key sector of the national economy, but also one of the citizen’s major concerns. • With increasing demand of housing,prices of houses are also going up. • It is critical to provide accurate predictions of housing prices.
  • 5. Dataset: • Dataset comes from Kaggle.com. • Link to dataset: https://www.kaggle.com/c/house-prices-advanced-regression-techniques/data • There are total two dataset as follows:
  • 6. PIPELINE: Importing Libraries Data Exploration Data Cleaning Feature Engineering Grid search cross- validation Optimal Model Creation Creating submission file
  • 9. Dealing with Missing values 3-ways to deal with missing values in this particular dataset Data we can drop Dealing with numerical data Dealing with categorical data
  • 10. Dropping Missing value: We notice that few feature have missing values that are really missing. That means that specific house doesn't have that feature. So, we can drop those columns as follow:
  • 11. Dealing with Numerical data Some features consist of numbers that are actually categories so we'll convert to str so they get binarized later. Then we can fill numerical data with mean of that specific fearure.
  • 12. Dealing with Categorical data While filling categorical values, we have use different techniques.
  • 14. MODEL SELECTION:  Random forest Model has highest value of R- Square. So, we can conclude that Random forest model is the most optimal model for this dataset.
  • 15. Creation of final submission:
  • 16. I am still working on this project. If you have any suggestions , please provide feedback at karanseth718@gmail.com