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June 17, 2020 09:53
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""" Method to read the csv file using Pandas and later use this data for linear regression. """ | |
""" Better run with Python 3+. """ | |
# Library to read csv file effectively | |
import pandas | |
import matplotlib.pyplot as plt | |
import numpy as np | |
# Method to read the csv file | |
def load_data(file_name): | |
column_names = ['area', 'price'] | |
# To read columns | |
io = pandas.read_csv(file_name,names=column_names, header=None) | |
x_val = (io.values[1:, 0]) | |
y_val = (io.values[1:, 1]) | |
size_array = len(y_val) | |
for i in range(size_array): | |
x_val[i] = float(x_val[i]) | |
y_val[i] = float(y_val[i]) | |
return x_val, y_val | |
# Call the method for a specific file | |
x_raw, y_raw = load_data('area-price.csv') | |
x_raw = x_raw.astype(np.float) | |
y_raw = y_raw.astype(np.float) | |
y = y_raw | |
# Modeling | |
w, b = 0.1, 0.1 | |
num_epoch = 100 | |
converge_rate = np.zeros([num_epoch , 1], dtype=float) | |
learning_rate = 1e-3 | |
for e in range(num_epoch): | |
# Calculate the gradient of the loss function with respect to arguments (model parameters) manually. | |
y_predicted = w * x_raw + b | |
grad_w, grad_b = (y_predicted - y).dot(x_raw), (y_predicted - y).sum() | |
# Update parameters. | |
w, b = w - learning_rate * grad_w, b - learning_rate * grad_b | |
converge_rate[e] = np.mean(np.square(y_predicted-y)) | |
print(w, b) | |
print(f"predicted function f(x) = x * {w} + {b}" ) | |
calculatedprice = (10 * w) + b | |
print(f"price of plot with area 10 sqmtr = 10 * {w} + {b} = {calculatedprice}") |
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