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(c) Yossi Sheffi, MIT1 Supply Contracts Yossi Sheffi Mass Inst of Tech Cambridge, MA...

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(c) Yossi Sheffi, MIT 1 Supply Contracts Yossi Sheffi Mass Inst of Tech Cambridge, MA ESD.260J,15.770J, 1.260J
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Page 1: (c) Yossi Sheffi, MIT1 Supply Contracts Yossi Sheffi Mass Inst of Tech Cambridge, MA ESD.260J,15.770J, 1.260J.

(c) Yossi Sheffi, MIT 1

Supply Contracts

Yossi SheffiMass Inst of TechCambridge, MA

ESD.260J,15.770J, 1.260J

Page 2: (c) Yossi Sheffi, MIT1 Supply Contracts Yossi Sheffi Mass Inst of Tech Cambridge, MA ESD.260J,15.770J, 1.260J.

(c) Yossi Sheffi, MIT 2

Outline

Supply contracts Wholesale contracts Buyback contracts Revenue sharing contracts Option contracts

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(c) Yossi Sheffi, MIT 3

The Scenario:

Contract is negotiated Retailer places order (a single period) Supplier makes and sends the stuff The selling season takes place Accounting (sales, salvage, etc.)

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(c) Yossi Sheffi, MIT 4

Consumer Demand

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(c) Yossi Sheffi, MIT 5

Demand Distribution

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(c) Yossi Sheffi, MIT 6

Notations:

Page 7: (c) Yossi Sheffi, MIT1 Supply Contracts Yossi Sheffi Mass Inst of Tech Cambridge, MA ESD.260J,15.770J, 1.260J.

(c) Yossi Sheffi, MIT 7

Wholesale Contracts

Prices and costs: Supplier has a cost to make/purchase (C=$50) Supplier is selling and retail is buying at a wholesale

price (W=$135) Retailer is selling for a retail price (R=$200) Retailer can salvage (S=$10) Retailer is facing a Newsboy problem and

supplier’s profit is trivial

Excel: Supply Contracts

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(c) Yossi Sheffi, MIT 8

Wholesale Price Contract

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(c) Yossi Sheffi, MIT 9

Wholesale Price Contract

Expected Profits

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(c) Yossi Sheffi, MIT 10

Wholesale Price Contract

Exp Profits (Normal Approx)

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(c) Yossi Sheffi, MIT 11

Effects of Wholesale Price on Profits

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(c) Yossi Sheffi, MIT 12

Optimal Retail Order as a Functionof the Wholesale Price

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(c) Yossi Sheffi, MIT 13

Wholesale Price Contract

Coordination the Channel

W = C

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(c) Yossi Sheffi, MIT 14

Buyback Contract

The problem: how can the supplier convince the retailer to move towards the optimal order size? The supplier offer to the retailer to buy back all unsold items ($B/item). For the retailer – this is like a higher salvage value, so he will order more. The supplier now shares in the overage risk (he can still salvage, though, at the same price). Note: supplier may simply pay ($B-$S) rather than actually buy back (unless he has a better use for it)

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(c) Yossi Sheffi, MIT 15

Buyback Contract Calculations

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(c) Yossi Sheffi, MIT 16

Channel profit with Buyback

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(c) Yossi Sheffi, MIT 17

Optimal Buyback and Wholesale price

Higher wholesale price requires a ______ buyback rate

As the wholesale price (and the buyback rate) grows the supplier’s share of the profit _______

Wholesale price ranges from $50 (supplier’s cost) to $200 (retail price)

Buyback rate ranges from $10 (salvage value) to $200.

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(c) Yossi Sheffi, MIT 18

Expected Profits with BuybackContract

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(c) Yossi Sheffi, MIT 19

Optimal Buyback Price

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(c) Yossi Sheffi, MIT 20

Channel Coordination withBuyback

At w=$135: B=$118, %retailer = 43%

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(c) Yossi Sheffi, MIT 21

Expected Profit withCoordinating Buyback Rate

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(c) Yossi Sheffi, MIT 22

Buyback Contracts in Practice

Book publishing Periodicals/newspapers Price support in consumer electronics

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(c) Yossi Sheffi, MIT 23

Revenue Sharing

Supplier still needs to get the retailer to order more Another risk-sharing scheme: supplier lowers the wholesale price but takes a percentage (1-p) of the revenue Question: how to choose W and p so the retailer will order the optimal Amount Note: wholesale price has to be lower than the supplier’s cost.

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(c) Yossi Sheffi, MIT 24

The Players

Paramount Blockbuster

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(c) Yossi Sheffi, MIT 25

The Economics of Revenue Sharing

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(c) Yossi Sheffi, MIT 26

Revenue Sharing

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(c) Yossi Sheffi, MIT 27

Expected Profit with RevenueSharing

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(c) Yossi Sheffi, MIT 28

Optimal Revenue Share

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(c) Yossi Sheffi, MIT 29

Coordination with Rev. Sharing

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(c) Yossi Sheffi, MIT 30

Revenue Sharing (NormalApprox)

Page 31: (c) Yossi Sheffi, MIT1 Supply Contracts Yossi Sheffi Mass Inst of Tech Cambridge, MA ESD.260J,15.770J, 1.260J.

(c) Yossi Sheffi, MIT 31

Real Options

The retailer buys Q call options at a price w. The supplier makes Q items. Each option can be exercised at a unit price E. As demand materializes the retailer can take deliveries at a price E. No more than Q items can be bought from the supplier

Page 32: (c) Yossi Sheffi, MIT1 Supply Contracts Yossi Sheffi Mass Inst of Tech Cambridge, MA ESD.260J,15.770J, 1.260J.

(c) Yossi Sheffi, MIT 32

Real Options

Page 33: (c) Yossi Sheffi, MIT1 Supply Contracts Yossi Sheffi Mass Inst of Tech Cambridge, MA ESD.260J,15.770J, 1.260J.

(c) Yossi Sheffi, MIT 33

Coordination with Real Options

Retailer’s optimal order:

Comparing to a single channel:

Where:

The condition below is for p to be positive (so the exercise price plus the option is bigger than the option alone)

Page 34: (c) Yossi Sheffi, MIT1 Supply Contracts Yossi Sheffi Mass Inst of Tech Cambridge, MA ESD.260J,15.770J, 1.260J.

(c) Yossi Sheffi, MIT 34

Coordination with Real Options

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(c) Yossi Sheffi, MIT 35

Expected Profits with Options

Page 36: (c) Yossi Sheffi, MIT1 Supply Contracts Yossi Sheffi Mass Inst of Tech Cambridge, MA ESD.260J,15.770J, 1.260J.

(c) Yossi Sheffi, MIT 36

Summary

Wholesale contracts give too much risk and not enough expected reward to the retailer To make the retailer order more (and increase the channel’s profit) the supplier has to take on part of the risk Risk sharing mechanisms covered include:

Buybacks; revenue sharing, option contract Other mechanisms

Quantity-flexibility (refund on a portion of the unsold units) Sales-rebate (rebate on unsold units above a threshold) There are many other mechanisms

Each mechanism can coordinate the channel with various allocations of the profit between the retailer and the supplier.

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(c) Yossi Sheffi, MIT 37

Any Questions?

Yossi Sheffi


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