Difference between revisions of "ANLY482 AY2016-17 T2 Group21 : Finals"

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==Survival Analysis on Stock Out Time==
 
==Survival Analysis on Stock Out Time==
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[[File:SASTOCKOUT.png]]
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To account for non-stockout products, we perform our survival analysis of product stock-out-time with the following definition:
 
To account for non-stockout products, we perform our survival analysis of product stock-out-time with the following definition:
 
*Subject: A product identified by name and size
 
*Subject: A product identified by name and size
 
*Time to event: Time in days for a product to stockout
 
*Time to event: Time in days for a product to stockout
 
*Censor: 0 if product stockout, 1 otherwise
 
*Censor: 0 if product stockout, 1 otherwise
 +
 +
Figure 8 Here
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 +
The above analysis shows a more accurate median time of stockout of 18 days, which is longer than our sponsor’s target of achieving a stockout period of 7 days. From the survival plot, we can also see that 68% of all products still remains on the shelf after 7 days after launch. It is, therefore, useful to understand which products groups have a longer stockout periods. We further add groupings by category to our analysis.
  
 
==<div style="background: #404041;font-weight: light; padding:0.3em; text-transform:uppercase;letter-spacing:0.1em;font-size:18px; font-family: 'Century Gothic'"><font color=#ffffff><center>Inventory Performance Grid</center></font></div>==
 
==<div style="background: #404041;font-weight: light; padding:0.3em; text-transform:uppercase;letter-spacing:0.1em;font-size:18px; font-family: 'Century Gothic'"><font color=#ffffff><center>Inventory Performance Grid</center></font></div>==

Revision as of 17:33, 23 April 2017

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Exploratory Mid-Term Finals

Survival Analysis

Due to the censored demand identified during our exploratory analysis, using survival analysis provides a way for us to handle such hidden values. Survival analysis will be performed using the JMP built-in survival functions. We will be using two features:

1. Basic survival function

  • Applies Kaplan-Meier estimator to account for censored values

2. (Cox) proportional hazards fit

  • Fits a linear model between predictors (explanatory variables) and the hazard function.
  • Parameters estimates show how predictors affect the hazard function.

Survival Analysis on Stock Out Time

SASTOCKOUT.png

To account for non-stockout products, we perform our survival analysis of product stock-out-time with the following definition:

  • Subject: A product identified by name and size
  • Time to event: Time in days for a product to stockout
  • Censor: 0 if product stockout, 1 otherwise

Figure 8 Here

The above analysis shows a more accurate median time of stockout of 18 days, which is longer than our sponsor’s target of achieving a stockout period of 7 days. From the survival plot, we can also see that 68% of all products still remains on the shelf after 7 days after launch. It is, therefore, useful to understand which products groups have a longer stockout periods. We further add groupings by category to our analysis.

Inventory Performance Grid