Notes:
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What problem does it solve?
Helps businesses dynamically adjust prices based on demand, competition, and other factors, optimizing revenue and market share. -
How can businesses or users benefit from customizing the code?
Businesses can adjust the factors used for pricing (e.g., competitor pricing, demand elasticity) and test different pricing models. -
How can businesses or users adopt the solution further, if needed?
The solution can be integrated into e-commerce platforms, offering real-time dynamic pricing based on market conditions.
Actual Python Code:
import pandas as pd
from scipy.optimize import linprog
# Define the parameters (assumed to have columns 'Cost', 'Demand', 'Competitor_Price')
data = pd.read_csv('pricing_data.csv')
# Set the objective function coefficients (maximize revenue = Price * Demand)
objective = -data['Demand'] # Negative for maximization in linprog
# Set the constraints (e.g., price must be higher than cost and within a range)
lhs = [[1], [-1]] # Price >= Cost, Price <= Competitor_Price
rhs = [data['Cost'].mean(), data['Competitor_Price'].mean()]
# Optimize price using linear programming
result = linprog(c=objective, A_ub=lhs, b_ub=rhs, method='highs')
# Display the optimal price
optimal_price = result.x[0]
print(f'Optimal Price: ${optimal_price:.2f}')
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