HW13 - Shelf Optimization Case - EDA

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Kennesaw State University *

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664

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Industrial Engineering

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Dec 6, 2023

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docx

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ISYE 6501 - Homework 13 – E. Dwomoh-Appiah SHELF OPTIMIZATION SPACE Hypothesis: More shelf space will lead to more sales More product sales imply more complimentary product sales Larger complementary product sales if complementary products are next to each other Desired Outcomes How much shelf space should the company have to maximize their sales and profit? Restrictions Min and Max amount of shelf space required for each product Total shelf space available in store – Key is division of shelf space among products Factors to Ignore Promotions Payments for space SOLUTION Variables / data points that would realistically be necessary for this Analysis Product Data: Product Sales Product Cost Product Price Product Size Type Demographic: Median income Average Household size Average distance of store from competitors # of competitors in a 5mile radius Space: # of shelves # of racks on each shelf STEP I: Determine Complimentary Products To start this analysis, I will determine complementary products using regression analysis. The sales of product “X” will be used as the response variable and other products will be used as predictor variables. MODEL I – Simple Linear Regression Model in to determine complementary relationship between products important factors to classify Given: Product Sales, Product Price, Product Type Use A Simple Linear Regression Model To: Determine products that are complementary STEP II: Determine Correlation between Shelf Space and Product(s) sales
In the next step, I would want to understand if there is any correlation between shelf space and product sales. Will a larger shelf space for a product increase sales? Will a smaller shelf space decrease sale of a product? MODEL II – Pearson or Kendall Correlation Model Given: Time series of Sales of products and shelf occupation of these products Use Pearson or Kendall Correlation Model To: To determine correlation relationship between product sales and Shelf space STEP III After determining complementary products and determining between product sales and amount of shelve space the next step is to use an optimization model to solve for how much shelf space will a company need to maximize sales and profits. Given: The output from the first two models, the complementary product(s) price and product cost Use An Optimization Model To: Maximize the sales and profits of a company, subject to min and max amount of shelve space available for each product and the total shelf space available in the store
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