CenterPeriphery Model of Growth Under Structuralism Paradigm - PowerPoint PPT Presentation

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CenterPeriphery Model of Growth Under Structuralism Paradigm

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Mt =.X .pm/px, if px = 1 then, X t =M.pm. By definition: dY/Y = dK/K. dK/K =I/(1-d) = fMt /(1-d) = f.X/pm /(1-d) = dK/K = f m.A/(1-d) f m.A.K /(1-d) /K ... – PowerPoint PPT presentation

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Title: CenterPeriphery Model of Growth Under Structuralism Paradigm


1
Center-Periphery Model of GrowthUnder
Structuralism Paradigm
  • Econ 403 Economic Development
  • Sonoma State University
  • Prof. Carlos A. Benito

2
Topics for today
In studying industrial-import substitution you
we will encounter the following terms
  • Center-Periphery
  • Raul Prebisch
  • International Terms of Trade
  • Industrialization
  • Import Tariffs Quotas
  • Export Taxes
  • Investment Planning
  • Manufactures for Domestic Markets
  • Infant Industries
  • Protection Rate
  • Import of Capital Equipment
  • UNCTAD

3
Center Periphery International Trade Structure
Periphery
Center
Agriculture, Mining, Fuels
Manufactures
How DoesTrade Structure affect Growth and
Development?
4
Center-Periphery Model
Periphery Primary-Export Economy
L
K
Px/Pm
GDP
C
X
M
I
I
I
X
M
C
GDP
Center Industrial economy
L
NR
5
International Terms of Trade hypothesis
X.px M.pm M X.px/pm ITT px/pm
International Terms of Trade
years
6
Explaining Trend in International Terms of
Trade Engel Demand Curve
Spent in Food
Food Consumption
Family Income
Family Income
7
Periphery growth modelA stylized interpretation
pmgtpm
Y(K)
Y,X,M
d.K
M(Y) for pm
M(Y) for pmgtpm)
K
K1
K0
pf(t) dp/dt gt 0
X pm.M Mm.Y
8
Model Specification
  • Production Function
  • Yt f(Kt)
  • Capital Accumulation
  • Kt-1 Kt dKt It
  • Behavior
  • It fMt
  • Mt m.Yt
  • Equilibrium condition
  • Mt .X .pm/px, if px 1 then, X t
    M.pm

9
  • By definition
  • dY/Y dK/K
  • dK/K I/(1-d) fMt /(1-d) f.X/pm /(1-d)
  • dK/K f m.A/(1-d)

f m.A.K /(1-d) /K
10
Harrod-Domar s Growth Model No steady state
Y
Ya.K
Constant rate of growth
S s.y s.a.K
d.K
K
11
Solows Growth Model Steady State
y
yf(k)
y0
(nd)k
s.ys.f(k)
k
k0
12
Periphery growth modelA stylized interpretation
pmgtpm
Y(K)
Y,X,M
d.K
M(Y) for pm
M(Y) for pmgtpm)
K
K1
K0
pf(t) dp/dt gt 0
X pm.M Mm.Y
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