econmat: iktisatçıların matematikle aşkı

ak & nea

2006/02/06

Emrah'ın Yeni Tarama Sonuçları

  • Allen, R. G. D. (1949), 'The Mathematical Foundations of Economic Theory', The Quarterly Journal of Economics, 63 (1), 111-27.
  • Backhouse, Roger E. (1998), 'If Mathematics is Informal, Then Perhaps We Should Accept That Economics Must be Informal Too', Economic Journal, 108 (451), 1848-58.
  • Baumol, W. J. (1991), 'Toward a Newer Economics: The Future Lies Ahead!' The Economic Journal, 101 (404), 1 - 8.
  • Bodenhorn, Diran (1956), 'The Problem of Economic Assumptions in Mathematical Economics', The Journal of Political Economy, 64 (1), 25-32.
  • Boulding, Kenneth E. (1948), 'Samuelson's Foundations: The Role of Mathematics in Economics', The Journal of Political Economy, 56 (3), 187-99.
  • Boulding, Kenneth E. (1957), 'A New Look at Institutionalism', The American Economic Review, 47 (2, Papers and Proceedings of the Sixty-eighth Annual Meeting of the American Economic Association), 1-12.
  • Bronfenbrenner, M. (1953), 'Contemporary Economics Resurveyed', The Journal of Political Economy, 61 (2), 160-68.
  • Bronfenbrenner, Martin (1966), 'Trends, Cycles, and Fads in Economic Writing', The American Economic Review, 56 (1/2), 538-52.
  • Champernowne, D. G. (1954), 'V. On the Use and Misuse of Mathematics in Presenting Economic Theory', The Review of Economic Statistics, 36 (4), 369-72.
  • Chick, Victoria (1998), 'On Knowing One's Place: The Role of Formalism in Economics', Economic Journal, 108 (451), 1859-69.
  • Chipman, John S. (1954), 'III. Empirical Testing and Mathematical Models', The Review of Economic Statistics, 36 (4), 363-65.
  • Clerc, J. O. (1942), 'Walras and Pareto: Their Approach to Applied Economics and Social Economics', Canadian Journal of Economics and Political Science, 8 (4), 584-94.
  • Colander, David (2000), 'New Millennium Economics: How Did It Get This Way, and What Way is It?' The Journal of Economic Perspectives, 14 (1), 121-32.
  • Creedy, John (1980), 'The Early Use of Lagrange Multipliers in Economics', The Economic Journal, 90 (358), 371-76.
  • Crum, W. L. (1927), 'The Role of Mathematics in Economic and Business Statistics', The American Economic Review, 17 (3), 448-57.
  • Debreu, Gerard (1984), 'Economic Theory in the Mathematical Mode', The American Economic Review, 74 (3), 267-78.
  • Debreu, Gerard (1986), 'Theoretic Models: Mathematical Form and Economic Content', Econometrica: Journal of the Econometric Society, 54 (6), 1259-70.
  • Debreu, Gerard (1991), 'The Mathematization of Economic Theory', The American Economic Review, 81 (1), 1-7.
  • Dorfman, Robert (1954), 'VII. A Catechism: Mathematics in Social Science', The Review of Economic Statistics, 36 (4), 374-77.
  • Duesenberry, James S. (1954), 'II. The Methodological Basis of Economic Theory', The Review of Economic Statistics, 36 (4), 361-63.
  • Elliott, G. A. (1954), 'On Some Fashions in Economic Theory', Canadian Journal of Economics and Political Science, 20 (4), 478-92.
  • Enke, Stephen (1955), 'More on the Misuse of Mathematics in Economics: A Rejoinder', The Review of Economic Statistics, 37 (2), 131-33.
  • Fisher, Irving (1941), 'Mathematical Method in the Social Sciences', Econometrica: Journal of the Econometric Society, 9 (3/4), 185-97.
  • Folger, Robert and Turillo, Carmelo J. (1999), 'Theorizing as the Thickness of Thin Abstraction', Academy of Management Review, 24 (4), 742-58.
  • Heilbroner, Robert (1990), 'Analysis and Vision in the History of Modern Economic Thought', Journal of Economic Literature, 28 (3), 1097-114.
  • Kantorovich, Leonid V. (1989), 'Mathematics in Economics: Achievements, Difficulties, Perspectives', The American Economic Review, 79 (6, Nobel Lectures and 1989 Survey of Members), 18-22.
  • Klein, L. R. (1954), 'I. The Contributions of Mathematics in Economics', The Review of Economic Statistics, 36 (4), 359-61.
  • Koopmans, Tjalling C. (1954), 'VIII. On the Use of Mathematics in Economics', The Review of Economic Statistics, 36 (4), 377-79.
  • Krugman, Paul (1998), 'Two Cheers for Formalism', Economic Journal, 108 (451), 1829-36.
  • Mayer, Joseph (1933), 'Pseudo-Scientific Method in Economics', Econometrica: Journal of the Econometric Society, 1 (4), 418-28.
  • Mills, Frederick C., et al. (1928), 'The Present Status and Future Prospects of Quantitative Economics', The American Economic Review, 18 (1, Supplement, Papers and Proceedings of the Fortieth Annual Meeting of the American Economic Association), 28-45.
  • Mirowski, Philip (1989), 'The Probabilistic Counter-Revolution, or How Stochastic Concepts came to Neoclassical Economic Theory', Oxford Economic Papers, 41 (1, History and Methodology of Econometrics), 217-35.
  • Mirowski, Philip (1991), 'The When, the How and the Why of Mathematical Expression in the History of Economics Analysis', The Journal of Economic Perspectives, 5 (1), 145-57.
  • Morgan, Theodore (1988), 'Theory versus Empiricism in Academic Economics: Update and Comparisons', The Journal of Economic Perspectives, 2 (4), 159-64.
  • Naylor, Thomas H. (1968), 'A Note on Keynesian Mathematics', The Economic Journal, 78 (309), 172-73.
  • Newman, Peter (1955), 'The Foundations of Revealed Preference Theory', Oxford Economic Papers, 7 (2), 151-69.
  • Novick, David (1954), 'Mathematics: Logic, Quantity, and Method', The Review of Economic Statistics, 36 (4), 357-58.
  • Oswald, Andrew J. (1991), 'Progress and Microeconomic Data', The Economic Journal, 101 (404), 75-80.
  • Pencavel, John (1991), 'Prospects for Economics', The Economic Journal, 101 (404), 81-87.
  • Reder, M. W. (1948), 'Professor Samuelson on the Foundations of Economic Analysis', Canadian Journal of Economics and Political Science, 14 (4), 516-30.
  • Roover, Raymond De (1955), 'Scholastic Economics: Survival and Lasting Influence from the Sixteenth Century to Adam Smith', The Quarterly Journal of Economics, 69 (2), 161-90.
  • Samuelson, Paul A. (1952), 'Economic Theory and Mathematics--An Appraisal', The American Economic Review, 42 (2, Papers and Proceedings of the Sixty-fourth Annual Meeting of the American Economic Association), 56-66.
  • Samuelson, Paul A. (1954), 'Introduction: Mathematics in Economics--No, No or Yes, Yes, Yes?' The Review of Economic Statistics, 36 (4), 359.
  • Samuelson, Paul A. (1954), 'IX. Some Psychological Aspects of Mathematics and Economics', The Review of Economic Statistics, 36 (4), 380-86.
  • Samuelson, Paul A. (1997), 'Credo of a Lucky Textbook Author', The Journal of Economic Perspectives, 11 (2), 153-60.
  • Samuelson, Paul A. (1998), 'How Foundations Came to Be', Journal of Economic Literature, 36 (3), 1375-86.
  • Schoeffler, Sidney (1956), 'Mathematics in Economics: Some Dangers', The Review of Economic Statistics, 38 (1), 88-90.
  • Schultz, Henry (1927), 'Mathematical Economics and the Quantitative Method', The Journal of Political Economy, 35 (5), 702-06.
  • Sebba, Gregor (1953), 'The Development of the Concepts of Mechanism and Model in Physical Science and Economic Thought', The American Economic Review, 43 (2, Papers and Proceedings of the Sixty-fifth Annual Meeting of the American Economic Association), 259-68.
  • Smith, Vernon L. (1989), 'Theory, Experiment and Economics', The Journal of Economic Perspectives, 3 (1), 151-69.
  • Smolinski, Leon (1973), 'Karl Marx and Mathematical Economics', The Journal of Political Economy, 81 (5), 1189-204.
  • Solow, Robert (1954), 'VI. The Survival of Mathematical Economics', The Review of Economic Statistics, 36 (4), 372-74.
  • Tinbergen, J. (1954), 'IV. The Functions of Mathematical Treatment', The Review of Economic Statistics, 36 (4), 365-69.
  • Weintraub, E. Roy (1998), 'Controversy: Axiomatisches MiBverstandnis', Economic Journal, 108 (451), 1837-47.
  • Wilson, E. B. and Stigler, George (1955), 'Mathematics in Economics: Further Comment', The Review of Economic Statistics, 37 (3), 297-300.

2005/12/31

İktisat bilmeden yapılan "iktisatçılık"...

İlginç bir örnek: İlkay Boduroğlu !

2005/12/29

"Rigor Mortis": Seçilmiş Linkler, Tanımlar










http://en.wikipedia.org/wiki/Rigor
http://en.wikipedia.org/wiki/Rigor_mortis
http://www.deathonline.net/decomposition/body_changes/rigor_mortis.htm
http://www.answers.com/topic/rigor-mortis
http://www.nurseminerva.co.uk/dying.htm#q1
http://www.google.com.tr

Bakılması Faydalı Olabilecek Kitap ve Makaleler

Economics and Its Enemies by William Oliver Coleman (Palgrave Macmillan - Hardback 2003 / Paperback - 2005), sample chapter and the contents

P. Spiegler'in doktora tezine de bakmakta fayda var: http://post.economics.harvard.edu/faculty/spiegler/papers.html



[İlgili kitap ve makaler bulundukça bu listeye eklenecek]

2005/12/28

Literatüre bir giriş...

"Mathematics brought rigor to Economics. Unfortunately, it also brought mortis."
Kenneth Boulding

Birmingham Üniversitesi öğretim üyelerinden iktisat tarihi ve felsefesi profesörü Roger Backhouse'a göre, "The mathematization of economics is probably the most important development in the history of twentieth-century economics." İktisattaki "matematikselleşmenin aşırı olduğu" (over-mathematization) ve bunun yarattığı tehlikleler ise uzun yıllardır dile getiriliyor. Ancak yine de, gerek ABD gibi iktisat alanındaki öncü ülkelerin gerekse ülkemizdeki seçkin dört-beş üniversitenin iktisat bölümlerinde, en doğru (hatta tek?) iktisatçılığın "matematiksel iktisatçılık" olduğu yönünde güçlü eğilimler var. Matematikselleşme meselesi hakkında, Blaug'un iddiası (Szenberg ve Ramrattan, 2004: 90) ve Scherer'in bulguları (Szenberg ve Ramrattan, 2004: 396-7) göstermektedir ki, iktisat geleneksel olarak bilimlerin en katısı/serti olarak bilinen fizikten bile çok daha matematiksel (ve daha az ampirik) bir hale gelmiştir.

W. Stanley Jevons: "all economic writers must be mathematical so far as they are scientific at all ..."

Wassily Leontief (1971: 2) once pointed out: "The mathematical model-building industry has grown into one of the most prestigious, possibly the most prestigious branch of economics."

Debreu; 1991'de, iktisadın aşırı matematikselleşmesinin yarattığı tehlikeyi şöyle dile getirmiştir:

"In the past two decades, economic theory has been carried away further by a seemingly irresistible current that can be explained only partly by the intellectual successes of its mathematization. Essential to an attempt at a fuller explanation are the values imprinted on an economist by his study of mathematics. When a theorist who has been so typed judges his scholarly work, those values do not play a silent role; they may play a decisive role. The very choice of the questions to which he tries to find answers is influenced by his
mathematical background. Thus, the danger is ever present that the part of economics will become secondary, if not marginal, in that judgment. (Debreu, 1991: 5)
William J. Baumol is among the increasing number of economists today who are discomfited by the increasing trend in economics toward over-mathematization and the focus on technique over substance. Baumol's left-leaning economic ideology is, to a large extent, due to his Marxist upbringing. According to Baumol, the success of economics "is to be measured primarily to the extent to which it can help to reduce unemployment and poverty and to improve the quality of life. However, in arguing this I should not be taken to be questioning the value of "pure" economic research....The only caveat I would address to those who are engaged in very abstract research is to urge the utmost caution before hastening to apply its results to the complex issues of reality." (Kaynak)

Beed ve Kane (1991) ise, aşırı matematikselleşme ile ilgili itirazları yedi noktada topluyorlar.

Colander, Holt ve Rosser (2004) "argue that economics is currently undergoing a fundamental shift in its method, away from neoclassical economics and into something new. Although that something new has not been fully developed, it is beginning to take form and is centered on dynamics, recursive methods and complexity theory. The foundation of this change is coming from economists who are doing cutting edge work and influencing mainstream economics. These economists are defining and laying the theoretical groundwork for the fundamental shift that is occurring in the economics profession."

Woo (1986): "The extensive mathematisation of economics has produced a "fossilisation" of economic concepts."

Daniel Little: "The formal or mathematical machinery of economics is intellectually valuable only insofar as it contributes to a better understanding of real, empirically given economic processes, causes, and systems."

Kaynakça:

For other links and Search Results: "Mathematization in Economics" or "Mathematisation in Economics"

The Different Types Of Mathematics Seen In Quantitative FinanceDosya Biçimi: PDF/Adobe Acrobat - HTML olarak goruntulejustification for the mathematization of economics by one of its leading exponents.GRUBEL &. BOLAND ask whether the use of mathematics in economics has ...www.math.ntua.gr/greek/postgraduate/new_progr/ activities/ISMTF_2003/e-Proceedings/Alexakis.pdf

Potgieter and "Computability in Economics"

İlk Toplantı: Çalışma Takvimi ve Planımız

Çalışma takvimiz:
  • Literatür taraması ve çıktı alma işlemleri: 28.12.2005-31.1.2006 [YL seminer öğrencisinin ulaştığı ilk kaynaklar? + Dr. Ömer Faruk Çolak'tan alınacak klasör]
  • İlk okumlarımız ve buna göre taslağının oluşturulması: 1.2.2006-31.3.2006
  • İşbölümü ve ilk yazma süreci: 1.4.2006-30.6.2006
  • Ortaya çıkarttığımız ilk tam metnin revizyonu: 1.7.2006-10.9.2006
  • Yayıncıya (Fethiye Çolak, ebabil@ebabilyayincilik.com, fethiyecolak@gmail.com, fethiyecolak@mynet.com)

Olası çalışma planımız:

  • Giriş
  • İktisatta Matematik Kullanımının Kısa Tarihçesi
  • İktisatta Matematik Kullanımının Gerekçeleri ve Leyhte Argümanlar
  • İktisatta "Aşırı" Matematik Kullanımına Temel Eleştiriler
  • Sonuç Tartışması

Notlar:

  • Kitabı yazarken, özellikle 3 ve 4. bölümlerde uygun ve ilginç modelleme örnekleri verelim.
  • Blogspot'ta bu çalışma için bir sayfa açalım ve literatürü http://kibritcioglu.com/econmat/arsiv/ adresinde arsivleyelim.
  • Bu projeyle uğraşırken, diğer çalışmalarımızı da aksatmayalım. :o)