large corporations and trade: the case of kodak and … · large corporations and trade: the case...
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Large Corporations and Trade: The case of Kodak and Fujifilm
! Common undercurrent of anti-globalization rhetoric.
! But Kodak thinks they’re a victim of globalization.
! Two dominant players worldwide: Kodak and Fujifilm.
! Kodak was the pioneer -- early 20th century.
! Fujijilm was the upstart -- 1930’s.
1925 British Kodak girl poster. (Kodakgirl.com)!
! Mid-century to 1970’s: Very little trade in film between US and Japan.
! 1970’s: Japanese import, FDI restrictions eased up.
! Fuijifilm opened a US subsidiary: Intense advertising, PR, sports promotion.
! 1985: Kodak opened a Japanese marketing subsidiary.
Fujifilm at the US Open, September 8, 2005. Photo by drquimby.!Source: Tsurumi and Tsurumi (1999).!
Fujifilm’s progress in the US market.!Source: Tsurumi and Tsurumi (1999).!
! Essentially a duopoly. ! Long period of effective autarky in the film
market. ! Now, much trade both ways, but each firm’s
share in its home market is much bigger than the other firm’s.
! For most purposes, the two products are essentially the same.
! We’ll examine by integrating an oligopoly model into trade.
! Use ‘Cournot’ approach: Competition in quantities.
! Simple, stylized model, but we’ll try to tailor it to fit Kodak and Fuji as much as possible.
! One producer of film in Japan, one in the US. ! No possibility of Entry. ! Demand curve is the same in both countries: ! Q = (1/2)(11 - P)108
! Production technology is identical: MC = $4.00 per roll.
! Under autarky, Kodak is a monopolist in the US; Fuji is a monopolist in Japan.
! Inverse demand: P = 11 - 2x10-8Q
! Implies marginal revenue: MR = 11 - 4x10-8Q
! Set equal to MC and go.
! Assume that either firm must pay $2.00 in transport/transaction costs/tariff to ship to the other country.
! (If you don’t have that, they share each market equally -- unrealistic.)
! Now, they’ll compete in each market. ! Need to make a psychological assumption:
What does Kodak expect Fujifilm to do?
! We’ll assume that: ! The two firms move simultaneously. ! Each firm makes a guess about the other’s
quantity sold in both markets. ! Given that guess, the firm chooses its own
quantity optimally, understanding how prices will adjust.
! AND: both firms’ guesses are correct. ! Cournot equilibrium.
! Kodak sells qUSK in the US and qJK in Japan.
! Fujifilm sells qUSF in the US and qJF in Japan.
! Kodak makes a guess about the value of qUSF : hold that fixed for now.
! Kodak’s demand in the US is then: ! P = 11 - 2x10-8(QUS)
! P = 11 - 2x10-8(qUSK + qUSF)
! P = [11 - 2x10-8qUSF ] - 2x10-8qUSK
! Kodak’s MR curve in the US is then: ! MR = [11 - 2x10-8qUSF ] - 4x10-8qUSK
! Fix a value of qUSF. ! Get the MR that implies for Kodak. ! Set MR = MC = $4 per roll. ! This gives qUSK as a function of qUSF: Kodak’s
reaction function.
! MR = [11 - 2x10-8qUSF ] - 4x10-8qUSK = $4.00 ! Implies qUSK = 1.75x108 - (1/2)qUSF.
! Do same thing for Fujifilm: ! Fix qUSK; get Fujifilm’s MR in the US. ! Set equal to Fujifilm’s MC in the US: ! $4.00 + $2.00 = $6.00.
! This gives qUSF as a function of qUSK: ! qUSF = 1.25x108 - (1/2)qUSK.
! Now, put these two pieces together. ! Cournot equilibrium is a pair of quantity
choices on both reaction functions simultaneously.
! Intersection of the two lines.
! Compare trade equilibrium with autarky.
! Trade lowers Kodak’s sales in the US, but now allows Fuji sales in the US.
! Overall effect on quantity of film sold in the US?
! Quantity goes up (and therefore price goes down).
! Reason: We’re moving along Kodak’s reaction function, whose slope is greater than 1.
! So 1/4 of world output of film is traded in equilibrium.
! Question: Would there be trade if we didn’t have imperfect competition?
! No: PUS and PJ would both be equal to the common marginal cost of $4.00.
! No motive to incur the transport cost to export.
! Thus oligopoly itself is the reason for trade.
Now, the welfare effects of trade.!
! Consumers of film clearly benefit from trade.
! Effect on Kodak profit: Some new sales; lower profit margin on existing sales.
! But Kodak’s profits unambiguously fall. ! Could have sold 200 million rolls at $7.00
under autarky, but chose not to, because 175 million at $7.50 was more profitable.
! It’s even less profitable with the extra transport cost.
! In this case, Kodak’s loss is greater than consumers’ gain, so US social welfare falls as a result of trade.
! I.e., D > A+B.
! Welfare effects of trade have two elements. ! I. Society gains from increased competition.
! Price is pushed closer to MC. ! Deadweight loss from monopoly is attenuated.
! Welfare effects of trade have two elements. ! II. Society loses from redundant transport costs.
! Costly two-way shipments of identical film are per se wasteful.
! Example of rent-seeking: Each firm is using some real resources for the purpose of grabbing some of the other firm’s oligopolistic rent.
! Net effect on welfare could go either way.
! How about the big question: Do the large corporations capture most of the gains from globalization? ! No --- in this case, everyone gains from globalization except the large corporations. ! This is the competition effect. ! Note the difference with monopolistic competition.
! I. No transport costs. ! II. Asymmetric oligopoly. ! III. Product differentiation. ! IV. Competition in prices.
! Assume same model, except that transport costs = 0.
! Then both firms have the same reaction function in both markets.
! Market shares = 50%. ! Effect of trade on welfare in each country?
! Effect of trade on welfare in each country? ! POSITIVE. Area D disappears. Only
competition effect remains. ! Conclude that if transport costs are low
enough, both countries gain from trade.
! Actual experience in the film industry suggests Fujifilm might have an advantage over Kodak in some ways.
! Suppose, for concreteness, that the model is as before;
! Fujifilm’s transport cost for selling in the US still = $2.00;
! but Kodak’s transport cost for serving Japanese consumers is prohibitively high.
! Now, equilibrium in Japan is the same as under autarky;
! Equilibrium in the US is the same as in the main model with trade.
! Fujifilm gets its autarky profit plus some foreign profits;
! Kodak gets its free-trade profits minus the foreign profits.
! Result: Japan gains from trade; the US does not.
! The reason is that trade facilitates the transfer of profits from Kodak to Fujifilm.
! If Kodak film and Fuji film were two different products, it would be more likely that: ! (i) The two corporations would benefit from trade. ! (ii) The two societies would benefit from trade.
! Two big reasons: ! (i) The competition effect would be weaker. ! (ii) Consumers would now benefit from a rise in
product diversity due to trade.
! Suppose that the two firms compete in prices.
! I.e., Kodak tries to guess what price Fujifilm will charge in both markets;
! chooses its optimal price accordingly, understanding how quantities will adjust;
! and each firm’s guess is correct. ! This is called Bertrand competition.
! In this model, that yields a price of $6.00 in both markets (to within a penny).
! Proof. Suppose that in equilibrium, PKUS > $6.01.
! Then, Fujifilm can grab the whole US market profitably by charging PKUS minus $0.01.
! Thus, PFUS = PKUS - $0.01. ! But then Kodak will optimally set its price
$0.01 below PFUS. Contradiction.
! Outcome: PUS = PJ = $6.00. ! No trade: Outside firm is just barely priced out
of the market. ! Once again, consumers benefit from
competition effect, and oligopolists lose. ! In this case, the net effect is guaranteed to be
positive.
! Oligopoly is a reason for trade in and of itself. ! To the extent that trade promotes competition
between oligopolists, it hurts the oligopolists and benefits everyone else.
! The benefit to everyone else can be greater or less than the harm to the oligopolists, depending on transport costs, asymmetries, product differentiation, and mode of competition.