1 / 18

II. General equilibrium approaches—theory

II. General equilibrium approaches—theory. A. Analytical tools. Producer’s problem Consumer’s problem Aggregate income and expenditure Markets and trade Distortions and non-traded goods. Producer’s problem. Consumer’s problem. Aggregate budget constraint. Equilibrium: Walras’ law.

Download Presentation

II. General equilibrium approaches—theory

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. II-A II. General equilibrium approaches—theory

  2. II-A A. Analytical tools • Producer’s problem • Consumer’s problem • Aggregate income and expenditure • Markets and trade • Distortions and non-traded goods

  3. II-A Producer’s problem

  4. II-A

  5. II-A Consumer’s problem

  6. II-A

  7. II-A Aggregate budget constraint

  8. II-A Equilibrium: Walras’ law

  9. II-A Equilibrium of a two-sector economy y2 p = p2/p1 y = (y1, y2) m2 c = (c1, c2) u y1 m1

  10. II-A

  11. II-A Trade policy distortions • E.g. trade policy. • Define tariff-distorted prices p* = p(1 + t). • TEF is now: • e(p*, u) = r(p*, v) + t•m

  12. II-A Externalities • E.g. env. externality in production • TEF is now: • e(p, u) = r(p, v) - z'y • where z is qty of pollution per unit of y produced. • Env. externality in consumption: u = u(c, z) ==> e(p, z, u) • NB assumption of separability.

  13. II-A Non-traded goods • Goods may be non-traded (or effectively so) for intrinsic and policy reasons. • If one good is non-traded, for this, mn = 0. • Equilibrium now requires additional equation: • e(p, u) = r(p, v) • en(p, u) = rn(p, v) • and solves for pn as well as agg. welfare. • With endog. prices, preferences play a role.

  14. II-A Salter-Swann diagram T RER = pN/pT (yT, yN) = (cT, cN) N

  15. II-A Effects of growth T N

  16. II-A Equilibrium: macro view (A) Base model Y = C + I + G + (X - M) let C + I + G = E be agg. dom. spending; so Y - E = X - M in equilibrium. Internal balance <==> external balance (B) With taxes and int’l capital flows Y + R - T = C + I + G - T + (X + R - M) let Y + R - T - C = S be agg. dom. savings; so X + R - M = (S - I) + (T - G) in eq’m. Curr. acc. surplus is equal to excess of savings over investment plus gov’t budget surplus.

  17. II-A Summary • Basic tools reflect our assumptions about technology, preferences and behavior • Representative agent models • Focus of trade as determinant of price formation • Aggregate budget constraints impose internal consistency • Many forms of complication are possible.

  18. II-A Q & A: basic tools

More Related