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Economics of Management Strategy BEE3027 Miguel Fonseca

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Title: Economics of Management Strategy BEE3027 Miguel Fonseca


1
Economics of Management StrategyBEE3027Miguel
Fonseca
  • Lecture 8

2
Recap
  • Whenever you
  • phone your mum, or switch on the light, or buy
    health insurance
  • you purchase a service or product from a chain
    of vertically related industries.
  • Weve looked at vertical integration in the
    context of firm boundaries.

3
Recap
  • Today, we focus on the strategic aspect of
    vertical integration.
  • We will start by looking at the potential for
    efficiency gains in a vertical merger.
  • We will finish by looking at the potential for
    the welfare losses with vertical foreclosure.

4
Why should a firm acquire a supplier?
  • If markets are efficient, firms will sell their
    output at marginal cost.
  • That means that it is just as cheap to buy from
    an external supplier as producing in-house.
  • Several problems do occur in the real world
  • Incomplete contracts
  • Hold-up
  • Supplier market may not be perfectly competitive.

5
Double marginalisation
  • Lets consider the case of an upstream firm
    (supplier) producing an intermediate good, and a
    downstream firm (retailer) producing a consumer
    good.
  • Demand for the final good is linear P a - bQ
  • The marginal cost of producing a unit of the
    intermediate good is constant and equal to c.
  • Lets first consider if the two firms merge and
    act as a single company.

6
P
Monopoly Solution
Q
7
The case of separate companies
  • Now lets assume both firms are separate
    monopolies.
  • Lets call the price the retailer pays the
    supplier for each unit be equal to r.
  • The retailer will maximise profits
  • ?r (P- r)Q
  • Q (a-r)/2b, P (ar)/2.

8
Double marginalisation (cont.)
  • So the demand for the intermediate good is
  • Q (a-r)/2b
  • Inverting it as a function of the price of the
    intermediate good gives r a 2bQ (note that
    this is the same as the retailers MR curve)
  • So the supplier maximises her profits ?s
    (r-c)Q with respect to Q
  • This gives Q (a-c)/4b. r (ac)/2.

9
Double marginalisation (cont.)
  • Recall the optimal output and price by
    retailerQ (a-r)/2b, P (ar)/2.
  • Plugging r (ac)/2 into the equilibrium output
    and price of the retailer, we get Q (a-c)/4b
    and P (3ac)/4.
  • Both the consumer surplus AND the sum of firms
    profits are lower with separate companies!

10
P
Double Marginalization
Q
11
Double marginalisation (cont.)
  • How can this be tackled?
  • Two-part tariff (franchising)
  • Supplier charges a Fixed fee F to sell the good
    to retailer and sells each unit at marginal cost.
  • F should not affect retailer price, as the key
    condition is that MR MC.
  • Royalty arrangement
  • Supplier sells goods at MC but earns a percentage
    of profits.

12
Vertical Foreclosure
  • Consider a market in which an upstream firm, U,
    produces an input at MC 0.
  • Each unit of input is costlessly converted into a
    homogenous unit of a final good by downstream
    firms D1 and D2.
  • The final good is sold to consumers with demand
    function given by
  • P a bQ, Q q1q2

13
Vertical Foreclosure
14
Vertical Foreclosure
  • Lets also assume firms engage in Cournot
    competition.
  • U sells input goods to D1 and D2 by proposing
    contract of the form (x, T), where
  • x is amount of input, and
  • T is payment for bundle.

15
Vertical Foreclosure
  • There are two important cases to consider in this
    case
  • Public contracts
  • Secret contracts.
  • Public contracts are those in which D1 knows
    contractual terms of D2 and vice-versa.
  • Secret contracts are those in which neither firm
    knows what terms were offered to rival.

16
Vertical Foreclosure
  • If contracts are public, the subgame-perfect
    equilibrium of this game is
  • U offers to both D-firms
  • Both D-firms accept.
  • Under this offer, both firms
  • Make zero profits net of payment to U if all
    input is turned into output and sold at monopoly
    price.
  • If firms reject offer, they also make zero profit.

17
Vertical Foreclosure
  • If contracts are secret, it may not be possible
    for U to achieve monopoly profit.
  • Suppose D2 accepts offer from U.
  • If so, it is in Us and D1s to agree to a
    contract (x,T), such that .
  • D2 anticipates this and rejects contract.

18
Vertical Foreclosure
  • The only possible equilibrium is for U to offer
    contract , where firms make Cournot-Nash
    profits.
  • In this contract, neither D-firm has an incentive
    to raise outputs.
  • The solution for U to achieve maximum profit is
    to merge with one of the D-firms.

19
Vertical Foreclosure
20
Vertical Foreclosure
  • Firm U-D1 sells monopoly quantity through its
    downstream subsidiary.
  • Since it already captures full monopoly profits,
    it has no incentives to supply D2.

21
Vertical Restraints
  • Lets broaden our analysis further and consider
    two possibilities
  • Intra-Brand competition competition between two
    different retailers of the same brand of the
    product.
  • Inter-Brand competition competition between two
    different manufacturers/retailers with different
    brands the same or similar product.

22
Vertical Restraints
  • Retailers can invest in advertising, customer
    service, consumer education, all of which enhance
    consumer willingness to pay.
  • Such investments benefit retailer but also its
    competitors and the manufacturer
  • Thus the level of investment will be
    insufficient.
  • Vertical restraints can ensure the optimal level
    of services.

23
Vertical Restraints
  • Could specify contractually what services should
    be provided,
  • How does one determine the right level of
    services? How does one monitoring the level of
    services?
  • This is an example of the principal-agent
    problem
  • the manufacturer is the principal,
  • the retailer is the agent.
  • Solution Align the agent's payoff function with
    the principle's payoff function.

24
The Principal-Agent Problem
  • Assume Q (A-P)s where s is the service level,
    then P A - Q/s.
  • Assume the cost of s is increasing (diminishing
    marginal returns to service).
  • To maximize joint profits, there is an optimal
    level of service and an optimal price to the
    consumer.
  • On his own, the retailer will set price is too
    high (due to double marginalization) and the
    service too low (due to free riding).

25
Possible Solutions to the P-A Problem
  • Resale Price Maintenance Establish a minimum
    price that the retailer can set.
  • Retailers cannot use price to increase consumer
    demand, so they must increase service to compete
    with other retailers.
  • Works for some services, although not for
    advertising.
  • Exclusive territories Designate one retailer for
    a certain area.
  • Retailer gets all the benefits from services
    provided.

26
Manufacturer Competition
  • Vertical restraints can help manufacturers
    compete against rivals.
  • Slotting allowances fixed fee paid to retailers
    to obtain shelf space. Two-part tariff in
    reverse.
  • Exclusive dealing if the manufacturer provides
    services (e.g., training) to retailer which could
    benefit other manufacturers.

27
Pro-competitive Effects of Vertical Restraints
  • Exclusivity gain economies of scale, lower
    distribution costs, achieve optimal level of
    services.
  • Resale price maintenance achieve optimal level
    of services.
  • Royalty and franchise agreements overcome double
    marginalization.

28
Anti-competitive Effects of Vertical Restraints
  • Exclusivity facilitate collusion, foreclose
    markets to competitors.
  • Resale price maintenance facilitate collusion.
  • Royalty and franchise agreements foreclose
    markets to competitors.

29
Antitrust and Vertical Restraints
  • Exclusivity.
  • Evaluated under rule of reason do they harm
    welfare/consumers overall. Takes into account
    differences between intra- and inter-brand
    competition.
  • Resale price maintenance.
  • Per se illegal.
  • Royalty and franchise agreements.
  • Some limits on these agreements, evaluated under
    rule of reason.
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