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The aggregate demand function will in general possess no interesting properties... The neoclassical theory of the consumer places no restrictions on aggregate behaviour in general&  (Varian 1992) But let s ignore that& 6r =Logic behind the curves ZDemand curve has associated  marginal revenue curve Total Revenue is Price times Quantity Price falls as Quantity rises MR gives change in total revenue as quantity changes*5ZyZ5y >Logic behind the curves Individual firm supply curve derived from  production function combining (at least) one fixed input with variable inputs result: diminishing marginal productivity productivity may rise as initial variable inputs added but eventually diminishing productivity sets in@JZZZgZJZg  ?Logic behind the curves wFirm maximises profit by maximising distance between total revenue (straight line function for PC firm) and total cost:xxx @Logic behind the curves SRelationship between total cost and marginal cost, total revenue & marginal revenue*Z?Z?T  @The importance of being Perfect& ! ,Perfect competition essential concept in economics With perfect competition  Supply & Demand analysis works only with PC is there a supply curve only with PC does Price=Marginal Revenue& only with PC is price set by intersection of supply & demand General equilibrium analysis works Welfare of all maximised by market system How is existence of perfect competition established? By the textbook, it s easy& bL!MQL!MQ  7 Conventional explanation of P=MC! Unique attributes of Perfect Competition are Supply curve exists (sum of MC curves) Price set by supply and demand MR=P for individual firm*-Z_Z-_ 8 Conventional explanation of P=MC! +Start with market supply and demand curves:, 9 Conventional explanation of P=MC! $But potentially circular logic here:%  Conventional explanation of P=MC! 0Revenue, Cost & Profit all functions of quantity1 JPerfect Competition a la Stigler& (1)$&& Stigler 1957 showed JPerfect Competition a la Stigler& (2)$&& XBUT& Stigler suggests reworking of 2nd term:<(- JPerfect Competition a la Stigler& (2)$&& Stigler asserts  this last term goes to zero as the number of sellers increases indefinitely (Stigler 1957: 8) False:*pZZpw $Believe it or not&   Infinitesimal firm size assumption (Novshek 1980,1985; Mas-Colell 1983& ) clearly absurd: Cannot integrate theory of production with theory of exchange How do you buy a car? Shop at an (lesser) infinity of car yards? Buy all their output  Integrate to get one car from the infinitesimal fractions? Inconsistent with diminishing marginal productivity Must be minimum firm size much greater than zero for buyers not to be in monopsony position for diminishing marginal productivity to be possible[>}41`[>/  K 40`b&       Stigler out, Cournot in?*    With minimum firm size Cournot on Monopoly & Oligopoly  Single monopoly solves Cournot on Monopoly & Oligopoly  $With linear demand & cost functions:% Cournot on Monopoly & Oligopoly  General formula for n firms is Cournot on Monopoly & Oligopoly  GAssuming constant identical marginal costs, Cournot strategy expands toHZH*,   Cournot on Monopoly & Oligopoly  Following Cournot strategy of each firm maximising its profit w.r.t. its own-output results in aggregate output level where marginal cost exceeds marginal revenue Why? Own-output marginal revenue is not total marginal revenue:&;;*    HFrom Cournot to profit maximisation& *   Conjecture: if setting MRi=MCi results in output level where aggregate MC>MR, maybe profit maximisation in multi-firm industry requires MRi>Mci Maybe firm should try not MRi-MCi =0 but:0<     i         HFrom Cournot to profit maximisation& *   xn profit-maximising firms thus produce same amount as a monopoly How about duopoly with differing linear cost functions?y HFrom Cournot to profit maximisation& *   For firm 1, profit is HFrom Cournot to profit maximisation& *   lOutcome the same as for monopoly if c1=c2. General formula for any demand curve, any marginal cost curve, is6m%Dm BLThe general profit maximising formula& ' $The firm maximizes profit by producing the quantity at which marginal revenue minus marginal cost is slightly less than price minus marginal cost&  0UFThe demise of  perfect competition $ Conclusions so far: Neoclassical  profit maximisation rule MC=MR true only for monopoly; general rule is*ZVZVj #Cournot-Nash Equilibrium  3Consider example demand/cost function with duopoly:4 (Cournot-Nash Equilibrium  )Cournot-Nash Equilibrium  Extrapolation from Prisoners Dilemma implies convergence to PC still applies (but for interactive non-individual profit-maximising behaviour) -Cournot-Nash Equilibrium  dBut well-known problems: Iterated PD has  cooperative outcome Without perfect knowledge of all other agents, convergence to cooperative outcome likely. Game theory allegedly increases realism:  economic agents must take the interactive nature of economics into account when making their decisions (Aumann, 1987: 462)& A more realistic perspective comes from Friedman 1953: Analogy with billiard players: how do they shoot so well?& f" ;;*,   +Cournot-Nash Equilibrium  * Excellent predictions would be yielded by the hypothesis that the billiard player made his shots as if he knew the complicated mathematical formulas & , could make lightning calculations from the formulas, and could then make the balls travel in the direction indicated by the formulas. Our confidence in this hypothesis is not based on the belief that billiard players, even expert ones, can or do go through the process described; it derives rather from the belief that, unless in some way or other they were capable of reaching essentially the same result, they would not in fact be expert billiard players. Does firm behaviour match game theory prediction? ,Cournot-Nash Equilibrium  Consider a  suck it & see algorithm: Firms only know own costs Choose output level Work out own profit Alter output by small amount in random direction Calculate revised profit If rises, keep going in same direction; if falls, change direction What happens to aggregate price & quantity? First, firms start at Cournot equilibrium level:6&1&1*7   .Cournot-Nash Equilibrium  /0A Clayton s Equilibrium&  30A Clayton s Equilibrium&  40A Clayton s Equilibrium&  50A Clayton s Equilibrium&  00A Clayton s Equilibrium&  |A conjecture Instability of Cournot  equilibrium /stability of  monopoly has topological interpretation Profit profile for single firm a dynamic landscape, depending on own actions plus that of other firms E.g. duopoly starting at  monopoly equilibrium: Firm 1 moves in Cournot direction (increase output) Firm 1 profit rises, Firm 2 falls Firm 2 adjusts direction, moves same way as Firm 1 BOTH firms suffer fall in profits, reverse direction V ZZ4ZZ 4 F     1.A Monopoly Equilibrium&  Dynamics of competitive interaction make movement in Cournot direction from monopoly a downward movement in profits for both firms V.v. for Cournot initial position: Firm 1 moves in monopoly direction (reduces output) Firm 2 increases output Firm 1 increases profit, Firm 2 decreases Firm 1 changes direction Both increase profits as output falls to monopoly level& Consider change in profit by 1 unit change in output from both alleged equilibria& &F5  O  - 2.A Monopoly Equilibrium&  FThe demise of  perfect competition $ PNo market structure preferred over any other on welfare grounds Supply & Demand analysis defunct  Price set by intersection of supply and demand true only for perfect competition which is incompatible with profit-maximising behaviour Instead,  price set by markup from intersection of marginal cost & marginal revenue General equilibrium cannot use P=MC condition Welfare arguments in favour of competitive market invalid& 6aiai*   FThe demise of  perfect competition $ oObvious individually motivated collective gain in producer surplus from reducing output from P=MC>MR to P>MR=MCp Supply aggregation   Supply aggregation Differentiate w.r.t. n:  Supply aggregation Integrate w.r.t. u:  Supply aggregation Only supply curve for which sum of marginal cost curves of small firms identical to marginal cost curve of single firm is constant identical marginal cost Static profit maximisation (with identical MC curves) occurs where P>MC, MC=MR for both monopoly and competitive industries Neoclassical theory of the firm thus logically flawed devoid of content Contradictions self-evident once you know to look: Inconsistent individual firm and aggregate results PC firms forego producer surplus at P=MCL<#3\<#3\ jPerturbation analysis XConsider impact of perturbation of dq from monopoly profit maximisation point on profit:$Y#5*#  3 xPerturbation analysis For dq>0, 1st order term negative, profit falls For dq<0, 1st order term positive& Profit will rise& unless 1st order term exceeds 2nd order& But to consider impact of change of output in vicinity of qpc, dq can be made arbitrarily small (<<1) Since dq2<<dq, 1st order term dominates 2nd order profit will rise if output falls below qpc P=MC is not a profit-maximising equilibrium& e)f]-'(;&                (   -  .      0  L  - eZ%Logical errors in conventional theory& Neoclassical micro assumes no feedback from individual firm to market price But feedback necessary if market demand curve is downward sloping change in output of one firm affects market supply, alters P & MR for all firms Aggregate effects sums to same behaviour as single (monopoly) firm (given valid identical cost curves) Intuitive interpretation of results why should a large number of rational non-interacting agents reach a different conclusion to a single rational agent, given same data? Fallacy obvious in hindsight& 8ii 8There for all to see vConventional welfare comparison of monopoly to PC has monopoly producing to maximum profit, but PC producing past that point in the aggregate PC output past point where market MC= market MR must be produced at a loss, yet no loss shown at firm level So why didn t we see it?& Don t look for errors in the hard core& @Z(Z\13(<  More Flaws: Graphical nonsense Standard neoclassical drawings of the firm illusory Relation between slope of AC curve and MC curve mean standard diagram only possible with trivial output levels&4o4o {|~ ;What can economics do? Become an empirical discipline: ask firms what they actually do Dominant tendency in economics is a priori analysis: work out what  must be from prior axioms A pre-Galilean approach to science Why not experiment/survey? Numerous researchers have done so, and found that MC/MR analysis irrelevant to real firms Andrews, Bishop, Downie, Eiteman, Eiteman and Guthrie, Haines, Hall & Hitch, Lee, Means, Tucker, the  Oxford Economic Research Group ,& (see Lee 1998 for full details), Blinder et al 1998& @_#Z !_#Z bH       PNActual firms behaviour PEmpirical researchers found average costs of production declined as output rose; marginal costs were always well below their average costs, and substantially smaller than  marginal revenue , and concept of a  demand curve (and therefore its derivative  marginal revenue ) was simply irrelevant.&  ) RQActual firms behaviour vEiteman & Guthrie (1952) showed factory managers graphs indicating possible different cost curve relations Outcome was o QOActual firms behaviour Major reason why economic a priori did not apply? Engineers designed factories  so as to cause the variable factor to be used most efficiently when the plant is operated close to capacity. Under such conditions an average variable cost curve declines steadily until the point of capacity output is reached. A marginal cost curve derived from such an average cost curve lies below the average cost curve at all scales of operation short of capacity, a fact that makes it physically impossible for an enterprise to determine a scale of operations by equating marginal cost and marginal revenues. (Eiteman 1947) As Sraffa put it& `2ZBZZ2u{#FT     OMActual firms behaviour  Business men, who regard themselves as being subject to competitive conditions, would consider absurd the assertion that the limit to their production is to be found in the internal conditions of production in their firm, which do not permit of the production of a greater quantity without an increase in cost. The chief obstacle against which they have to contend when they want gradually to increase their production does not lie in the cost of production-which, indeed, generally favours them in that direction-but in the difficulty of selling the larger quantity of goods without reducing the price, or without having to face increased marketing expenses. (Sraffa 1926) See also Kalecki 1937:  Principle of increasing risk &66F    % h[Profit maximising firms? Most recent survey work by Blinder et al 1998:  Over 89 per cent of respondents indicated that  marginal costs either declined or stayed constant with changes in output (sometimes involving discrete jumps). Finally, only four [of 200] enterprises had both elastic demand curves and increasing marginal costs. (Downward & Lee 2001, reviewing Blinder)  Fixed costs appear to be more important in the real world than in economic theory. (Blinder) Economists no longer have an excuse to ignore this research/Z21Z2_ZP<Z/[;   YU Conclusion  Neoclassical economics has at its core a theory of firm behaviour which is mathematically erroneous contradicted by empirical research counterproductive for public utility management (see Conkling 1999) misleading guide to profit maximisation in a dynamic economy Economics needs a theory of firm behaviour which is Empirically grounded Dynamic, and cognisant of uncertainty Best existing alternative is Post-Keynesian theory of the firm (Lee 1998) much more remains to be done& but to start, we must abandon erroneous beliefsjKZZ4ZZNZK4N *  K ZV Conclusion  As Samuelson said in summarising the  Capital Controversies of the 1960s:  If all this causes headaches for those nostalgic for the old time parables of neoclassical writing, we must remind ourselves that scholars are not born to live an easy existence. We must respect, and appraise, the facts of life. (Samuelson 1966)&KKC NLAcknowledgements Geoff Fishburn conjectural variation argument John Legge perturbation analysis proof of non-profit-maximising conjecture producer surplus analysis Mike Honeychurch Assistance with Cournot analysis Michael Kelly Mathematica assistance Z! Z!   %  `       VS References  Aslambeigui, N, & Naples, M.I., (1997).  Scissors or horizon: Neoclassical debates about returns to scale, costs, and long run supply, 1926-1942 , Southern Economic Journal, 64: 517-530. Aumann, R.J., (1964).  Markets with a continuum of traders , Econometrica 32: 39-50. Aumann, R.J., (1966).  Existence of competitive equilibria in markets with a continuum of traders , Econometrica 34: 1-17. Bishop, R.L., (1948). 'Cost discontinuities, declining costs and marginal analysis', American Economic Review 38: 607-617. Clapham, J.H., (1922a). 'Of empty economic boxes', Economic Journal, 32: 303-314. Clapham, J.H., (1922b). 'The economic boxes - a rejoinder', Economic Journal, 32: 560-563. Clark, J.B. (1898). 'The future of economic theory', Quarterly Journal of Economics, 13: 1-14). Conkling, R.L., (1999).  Marginal cost pricing for utilities: a digest of the California experience, Contemporary Economic Policy, 17: 20-32. Eiteman, W.J., (1947). 'Factors determining the location of the least cost point', American Economic Review 37: 910-918. Eiteman, W.J., (1948). 'The least cost point, capacity and marginal analysis: a rejoinder', American Economic Review 38: 899-904. Eiteman, W.J. And Guthrie, G.E., (1952). 'The shape of the average cost curve', American Economic Review 42: 832-838. Groenewegen, P., (1995). A soaring eagle: Alfred Marshall 1842-1924, Edward Elgar, Cheltenham. Haines, W.W., (1948). 'Capacity production and the least cost point', American Economic Review 38: 617-624. Harrod, R.F., (1934).  Doctrines of Imperfect Competition , The Quarterly Journal of Economics, 48: 442-470 Kalecki, M., 1937, "The principle of increasing risk", Economica, 440-447. Keen, S., (2001). Debunking Economics, Pluto Press & Zed Books, Sydney. Langlois, C., (1989). 'Markup pricing versus marginalism: a controversy revisited', Journal of Post Keynesian Economics 12: 127-151.aZL p `AKDr`j^'*bJ"E w#    7    ^  2 `  r  {  o  A  z  f  0  I    h WT References  Lee, F., (1996). 'Pricing and the business enterprise', in C.W. Whalen (ed.), Political Economy for the 21st century, ME Sharpe, Armonk. Lee, F., (1998). Post Keynesian Price Theory, Cambridge University Press, Cambridge. Marshall, A., (1907 [1961]). Principles of economics. Macmillan, London. Means, G.C, (1972). 'The administered-price thesis reconsidered', American Economic Review 62: 292-306. Nash, J., (1951 [1997]).  Non-cooperative games , Annals of Mathematics, vol. 54: 286-295; reprinted in Kuhn, H.W., (ed.), (1997), Classics in Game Theory, Princeton University Press, Princeton. Pigou, A.C., (1922). 'Empty economic boxes - a reply', Economic Journal, 36: 459-465. Pigou, A.C., (1927). 'The law of diminishing and increasing cost', Economic Journal, 41: 188-197 Pigou, A.C., (1928). 'An analysis of supply', Economic Journal, 42: 238-257. Robertson D.H., (1924). 'Those empty boxes', Economic Journal, 34: 16-31. Robertson D.H., (1930). 'The trees of the forest', Economic Journal, 44: 80-89. Robbins, L. (1928). 'The representative firm', Economic Journal, 42: 387-404. Samuelson, P., (1966). 'A Summing Up', Quarterly Journal of Economics, 80: 568-583. Sato, K., (1979). 'A note on capital and output aggregation in a general equilibrium model of production', Econometrica 47: 1559-1568. Shepherd, W.G., (1984). ''Contestability' vs. competition', American Economic Review, 74: 572-587. Shove, G.F., (1930). 'The representative firm and increasing returns', Economic Journal, 44: 93-116. Sraffa, P. (1926). 'The Law of returns under competitive conditions', Economic Journal, 40: 538-550. Sraffa, P. (1930). 'The trees of the forest - a criticism', Economic Journal, 44: 89-92. Stigler, G.J. (1957).  Perfect competition, historically considered , Journal of Political Economy, 65: 1-17. ZN&&FW@<`R<<@< LVTKS R  Q  \      _   G H /  ` f33` 3f3` ___>?" dd@3v?" dd@  " @ `"  n?" dd@   @@``@n?" dd@  @@``PX 3   @ ` `p>>0 , `(    Zf3f8c?0@"  Z`!gֳgֳ1 ?0@<$D 0  T Click to edit Master title style! !Z  H$gֳgֳ ?@ <$ 0  RClick to edit Master text styles Second level Third level Fourth level Fifth level!     S  C x(gֳgֳ jJ?" \*( N  6޽h? ? f33 *Lectures_Yellow_Title  , @$ (    # s *E? P1 ,$D 0  0? ,$D 0  Nxxgֳgֳ ?p<$D 0  T Click to edit Master title style! !  H{gֳgֳ ?  <$ 0  W#Click to edit Master subtitle style$ $r $ T}gֳgֳ ?C,$D 0 6Steve Keen, John Legge, Geoff Fishburn & Michael Kelly7 7F     N  6޽h? ? f330 `(  8  S ~BvXvX3f8c ?V8  B r*  [..[[:  S ~PJvXvX3f8c ? 8 B t*  [..[[d  c $ ?a  Jh  S ~SJvXvX3f8c ? B J RClick to edit Master text styles Second level Third level Fourth level Fifth level!    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