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March 14, 2021 07:06
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df=pd.read_excel(r'C://Users//Prashant//Desktop//airfoil_new.xlsx') | |
columns = ['Frequency','Angle','Chord length','Free-stream velocity','Suction side displacement thickness','Scaled sound pressure level'] | |
df.columns=columns | |
class LassoRegression(): | |
def __init__( self, lr, iterations, l1_penality ): | |
self.lr = lr | |
self.iterations = iterations | |
self.l1_penality = l1_penality | |
# Function for model training | |
def fit( self, X, Y ): | |
self.m, self.n = X.shape #rows,columns | |
# weight initialization | |
self.W = np.zeros( self.n ) | |
self.b = 0 | |
self.X = X | |
self.Y = Y | |
# optimization learning using the helper function | |
for i in range( self.iterations ): | |
self.update_weights() | |
return self | |
# Helper function to update weights in gradient descent | |
def update_weights( self ): | |
Y_pred = self.predict(self.X) | |
dW = np.zeros( self.n ) # zero array of the size of columns of training seyt | |
for j in range( self.n ): | |
if self.W[j] > 0: | |
#calculating the differential of the expression for weight values>0 | |
dW[j] = (-(2*(self.X.iloc[:, j]).dot(self.Y - Y_pred))+self.l1_penality)/self.m | |
else : | |
#calculating the differential of the expression for weight values<0 | |
dW[j] = ( - ( 2 * ( self.X.iloc[:,j] ).dot( self.Y - Y_pred ) ) - self.l1_penality ) / self.m | |
db = - 2 * np.sum( self.Y - Y_pred )/self.m #taking the differential of the error function | |
# update weights | |
self.W = self.W - self.lr * dW | |
self.b = self.b - self.lr * db | |
return self | |
# prediction function | |
def predict( self, X ): | |
return X.dot( self.W ) + self.b | |
if __name__ == '__main__': | |
model = LassoRegression( iterations = 1000, lr = 0.01, l1_penality = 50 ) | |
model.fit( X_train, y_train ) | |
Y_pred = model.predict( X_test ) | |
print( "Predicted values ", np.round( Y_pred, 2 )) |
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