ECON 4921: Lecture 3 Jon Fiva, 2009 Roadmap 1. 1 2. 3. 4. 5. 6. 7. 8. 9. IIntroduction t d ti Institutions and Economic Performance The Firm Organized Interest and Ownership Complementarity of Institutions Institutions and Commitment Agency problems: Voters- Politicians-Bureaucrats Fiscal Federalism System Competition Coase 1937: The Nature of the Firm • Wh Why do d nott allll economic i transactions t ti t k place take l through market exchange? • Why Wh do d we need d firms? fi ? – ”What has to be explained is why one integrating force (the entrepreneur) should be substituted for another integrating force (the price mechanism).” (p.398) • Generally: impossible to conceive all possible states of the world, and even if we could, prohibitively costly to write complete contracts. contracts Æ incomplete employment contracts Coase 1937: The Nature of the Firm • Structure of the firm addresses the incentive problems arising from incomplete contracts. – Introduce authority relationship between employer and employee – Some aspects within authority of employer • Compared to market: yields lower cost through hierarchical command. – Number of contracts reduced: series of contracts substituted with one. – General term contract, details decided upon later. Putting-out system vs. capitalist i li factory f production d i 1. 2. 3 3. 4. Putting g out system y ((workshop) p) Complete contracts Authority relation Contingent renewal The Putting out system • aka workshop system • A means of subcontracting work – Highly decentralized – Putter-out (P-O): Employer, works as coordinator – Individual home workers (high skilled) • Historically: in use up till 19th century – E.g. textile, small arms, lock making • • • • P-O supplies hirelings with materials Price of finished product decided in advance Workers choose work speed No monitoring General setup • Workers with utility fn. – w: wage g – e: effort General setup • Factory production in production unit L: Employment per production unit (’firm’) • Home production (in putting out-system): • Case with team gains: Putting out system Putting-out Decision making sequence: 1) P-O offers q (price) 2) Worker determines e (effort) 3) P-O P O continues i relationship l i hi or goes to another worker (search cost, b>0) • P-O sells product for a given price =1 • Pay each worker: • P-O surplus per worker: • Home worker chooses e to max ÆFOC: Gives optimal effort response to incr. price: . Assume SE SE>IE IE Æ q, price per unit sold For given q, how much effort are yyou willing g to p provide? Optimal e-response to q. e Adding indifference curves q price per unit sold q, Remember: Given e: increase q: (i) increase pay. pay Given q: increase e: (i) dislikes effort, ((ii)) effort Æ incr x Æ increase p pay. y e(q) must cross each indiff.curve at bottom. Why? e q price per unit sold q, E(q)) start E( t t att same point i t as Why? e • P-O maximizes ÆFOC: Equilibrium: • Tangency between isoprofit curve ( ) and effort response curve of worker ( ). D C • Why mustt equil. Wh il be b characterized by tangency between isoprofit and e(q)? Up>U0 • Workers better off employed by P-O than p y Why? y as unemployed. – Let s* be average surplus per worker – P-O P O strategy: • All workers are identical: s*= – P-O cannot credible commit to quit established relationship: p s= . New hirelings g are no better than current hirelings. – Cannot squeeze to . – To some extent locked in with hireling. Equil Is not pareto-optimal Equil. pareto optimal D C • Both would prefer to move into i t hatched h t h d area. • Why isn’t this combination of e,q eq reached?
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