Bilkent University, Department of Economics

EC453-EC454
THEORIES OF GROWTH AND DEVELOPMENT

For Contact: Erinc Yeldan

Qui si convien lasciane ogni sospetto
Ogni vilta convien che qui sia morta*

* "Here all mistrust must be left behind / Here all cowardices must be dead" K. Marx quoting Dante in his
     introduction to the Contribution to the Critique of Political Economy.

http://www.bilkent.edu.tr/~yeldane/yuzdevebuyume.jpg"... I do not see how one can look at figures like these without seeing them representing possibilities. Is there some action a government of India could take that would lead the Indian economy to grow like Indonesia's or Egypt's? If so, what exactly? If not, what is it about the "nature of India" that makes it so? The consequences for human welfare involved in questions like these are simply staggering: once one starts to think about them, it is hard to think about anything else". (Lucas, 1988: 5).
 
 

Course Syllabus: EC453 (Growth)

Course Syllabus: Ec454 (Development)

 

  Past Homeworks

Homeworks on Basics

Homework on Neoclassical Growth

Homework on Ricardian Growth

Homework on Marxian Growth

Homework on Romerian (R&D-Driven) Growth


 

Past Exams

Fall 2009 Final

Fall 2009 Midterm

Fall 2008 Final

Fall 2005 Final

Fall 2005 Midterm

Fall 2003 Midterm

Fall 2003 Final

Fall 2002 Midterm

Fall 2002 Final

Fall 2001 Midterm

Fall 2001 Final Exam

Fall 2000 Ec551 Midterm

Important Links
http://www.bilkent.edu.tr/~yeldane/GrowthDevImage4lu.jpg

http://www.bilkent.edu.tr/~yeldane/Blueli~1.gif
Transitional dynamics of theTurkish Economy towards Steady State
Suppose that the national output is given by a Cobb-Douglas function with labor augmenting technological change. Barro and Sala-i-Martin (1995) suggest that the gap between national output at any date and the steady state of a given economy is closed at the constant rate: b = (1-a)(x + n + d ) where a is share of capital in national output; x is rate of technological productivity change; n is population growth rate; and d is rate of depreciation.
Data from Turkish economy suggest the following values for the selected variables: x = 0.015 (Uygur, 1991); n = 0.017 (SIS) ; a = 0.55 (Mercenier and Yeldan, 1997); and d = 0.10. Given these estimates, we calculate b = (1-0.55)(0.015 + 0.017 + 0.10) or  b = 0.06. In other words 6% of the gap between the current level of national output and its steady state is eliminated per annum.
We can further calculate the half life of this distance as t (half life) = In0.5/-b = 11.7 years.
So half of this distance is to be covered in aproximately 11.7 years. If we continue on this manner, we find that %75 of the gap to the steady state of the Turkish economy is to vanish in 24 years; 87.5% in 48 years; and 94% will vanish in 96 years.
Time to go lads....
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