RFID-enabled Visibility and Inventory Accuracy: A Field Experiment

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RFID-enabled Visibility and Inventory Accuracy: A Field Experiment Bill Hardgrave John Aloysius Sandeep Goyal University of Arkansas Note: Please do not distribute or cite without explicit permission.

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RFID-enabled Visibility and Inventory Accuracy: A Field Experiment. Bill Hardgrave John Aloysius Sandeep Goyal University of Arkansas. Note: Please do not distribute or cite without explicit permission. Premise. Does RFID improve inventory accuracy? Huge problem - PowerPoint PPT Presentation

Transcript of RFID-enabled Visibility and Inventory Accuracy: A Field Experiment

Page 1: RFID-enabled Visibility and Inventory Accuracy:  A Field Experiment

RFID-enabled Visibility and Inventory Accuracy:

A Field Experiment

Bill HardgraveJohn Aloysius

Sandeep Goyal

University of Arkansas

Note: Please do not distribute or cite without explicit permission.

Page 2: RFID-enabled Visibility and Inventory Accuracy:  A Field Experiment

Premise

Does RFID improve inventory accuracy?

• Huge problem– Forecasting, ordering, replenishment based on PI– PI is wrong on 65% of items – Estimated 3% reduction in profit due to inaccuracy

• What can be done?– Increase frequency (and accuracy) of physical counts– Identify and eliminate source of errors

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Causes of Inventory Inaccuracy

PI inaccuracy causes

Results in overstated PI?

Results in understated PI?

Can case-level RFID reduce the error?

Incorrect manual adjustment

Yes Yes Yes

Improper returns Yes Yes No

Mis-shipment from DC

Yes Yes Yes

Cashier error Yes Yes No

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Examples – Manual adjustment

PI = 12 Actual = 12 Casepack size = 12 Associate cannot locate case in backroom;

resets inventory count to 0 PI = 0, Actual = 12 (PI < Actual)

Unnecessary case ordered

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Examples – Cashier error

Product A Product B

PI 10 10

Actual 10 10

Sell 3 of A and 3 of B, but Cashier scans as 6 of A

PI = 4Actual = 7(PI < Actual)

PI = 10Actual = 7(PI > Actual)

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Proposition

RFID-enabled visibility

will improve inventory accuracy

RFID Visibility

Inventory accuracy

Out of stocks

Excess inventory

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Read points - Generic Store

Backroom Storage

Sales FloorSales Floor

Door Readers

Backroom Readers

Box Crusher Reader

Receiving Door Readers

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RFID Data

Location EPC Date/time Reader

DC 123 0023800.341813.500000024 08-04-08 23:15 inbound

DC 123 0023800.341813.500000024 08-09-08 7:54 conveyor

DC 123 0023800.341813.500000024 08-09-08 8:23 outbound

ST 987 0023800.341813.500000024 08-09-08 20:31 inbound

ST 987 0023800.341813.500000024 08-09-08 22:14 backroom

ST 987 0023800.341813.500000024 08-11-08 13:54 sales floor

ST 987 0023800.341813.500000024 08-11-08 15:45 sales floor

ST 987 0023800.341813.500000024 08-11-08 15:49 box crusher

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The Study

• All products in air freshener category tagged at case level

• Data collection: 23 weeks

• 13 stores: 8 test stores, 5 control stores– Mixture of Supercenter and Neighborhood Markets

• Determined each day: PI – actual

• 10 weeks to determine baseline

• Same time, same path each day

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The Study

• Looked at understated PI only – i.e., where PI < actual

• Treatment:– Control stores: RFID-enabled, business as usual– Test stores: business as usual, PLUS used RFID

reads (from inbound door, sales floor door, box crusher) to determine count of items in backroom

• Auto-PI: adjustment made by system• For example: if PI = 0, but RFID indicates case (=12) in

backroom, then PI adjusted – NO HUMAN INTERVENTION

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Results - Descriptives

12%

-1%

12% - (-1%) = 13%Numbers are for illustration only; not actual

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Results - Descriptives

Understated PI before auto-PI …

Understated PI after auto-PI …

Close (-1 or -2 units)

Inaccurate (> -2 units)

Perfect (PI = on-hand)

10% 30% 20%

Close (-1 or -2 units)

Inaccurate (> -2 units)

Perfect (PI = on-hand)

12% 17% 31%

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Random Coefficient Modeling

• Three levels– Store– SKU– Repeated measures

• Discontinuous growth model

• Covariates (sales velocity, cost, SKU variety)

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Factors Influencing PI Accuracy (DeHoratius and Raman 2008)

• Cost

• Sales volume

• Sales velocity

• SKU variety

• Audit frequency (experimentally controlled)

• Distribution structure (experimentally controlled)

• Inventory density (experimentally controlled)

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Results: Test vs. Control Stores

Linear Mixed Model of Test versus Control Stores

Variables Effects

(Intercept) 5.65446***

Velocity 2.35560***

Variety 0.00009

Item cost 0.00001

Sales Volume -0.00002

Test -1.62965**

Period -0.00762Test: Dummy variable coded as 1 - stores in the test group; 0 - stores in the control groupPeriod: Time variable with day 1 starting on the day RFID-based autoPI was made available in test stores* p < 0.05 ** p < 0.01 *** p < 0.001

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Variable Coding

For discontinuity and slope differences:

• Add additional vectors

to the level-1 model– To determine if the post

slope varies from the pre slope

– To determine if there is difference in intercept between pre and post

ID PRE TRANS POST1 0 0 01 1 0 01 2 0 01 3 0 01 4 0 01 5 0 01 6 1 01 7 1 11 8 1 21 9 1 31 10 1 41 11 1 5

ID PRE TRANS POST1 0 0 01 1 0 01 2 0 01 3 0 01 4 0 01 5 0 01 6 1 01 7 1 11 8 1 21 9 1 31 10 1 41 11 1 5

ID PRE TRANS POST1 0 0 01 1 0 01 2 0 01 3 0 01 4 0 01 5 0 01 6 1 01 7 1 11 8 1 21 9 1 31 10 1 41 11 1 5

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Results: Pre and Post AutoPI

Results of Linear Mixed Effects

Variables Effects

(Intercept) 8.00424***

Velocity -0.95251**

Variety -0.00345

Item cost -0.00040*

Sales volume 0.0000

PRE 0.13786**

TRANS -1.87477***

POST -0.34511***Pre: Variable coding to represent the baseline periodTrans: Variable coding to represent the transitions period—

intercept Post: Variable coding to represent the treatment period p < 0.05 ** p < 0.01 *** p < 0.001

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Results: Discontinuous Growth Model

• Model of Understated PI Accuracy over Time

Intervention

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Results: Effect on Known Causes of PI Inaccuracy

* p < 0.05 ** p < 0.01 *** p < 0.001

Influence of RFID-enabled Visibility on Known Predictors of Inventory Inaccuracy

Variables Model 1 Model 2 Model 3 Model 4 Model 5 Model 6

Intercept 8.79406*** 8.96105*** 8.57806*** 8.50871*** 8.63217*** 8.29307***

Test -2.38451*** -1.93159*** -1.96443*** -1.60594*** -1.8918*** -1.59360***

Cost/item -0.00003 -0.00002 -0.00003 -0.00004 -.00005 -.00005

Velocity -0.85846* -1.04432** -0.57057** -0.99065** -1.18576** -1.18576**

Variety -0.02180 -0.02546 -0.02079 -0.02079 0.02322 0.00232

SalesVol 0.00000 0.00002 0.00000 0.00000 0.00002 0.00002

Test X Cost/item

-0.00005***

0.00004*

Test X Velocity

-0.08735

0.59597

Test X Variety

-0.15657***

-0.00917**

Test X SalesVol

-0.00005 -0.00003

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Results: Interaction Effects

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Results: Interaction Effects

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Implications

• What does it mean?– Inventory accuracy can be improved (with tagging at

the case level)– Is RFID needed? Could do physical counts – but at

what cost?– Improving understated means less inventory; less

uncertainty• Value to Wal-Mart and suppliers? In the millions!

– When used to improve overstated PI: reduce out of stocks even further

– Imagine inventory accuracy with item-level tagging …