BibTex RIS Kaynak Göster

Transformation of a Continuous to a Discrete Variable: An Application of the Ordered Logit Model to Examine Effects of Education on Income in Turkey  ABSTRACT  |  FULL TEXT 

Yıl 2012, Cilt: 41 Sayı: 4, 573 - 585, 01.04.2012

Kaynakça

  • Borooah, V. K. Logit and Probit–Ordered and Multinomial Models (Sage University Paper , California, 2002).
  • Chapra, S. C. and Canale, R. P. M¨uhendisler i¸cin Sayısal Y¨ontemler (Literat¨ur Yayınları (In Turkish), Ankara, 2008).
  • Erdo˘gan, S. Temel ˙Insan Sermayesi Modeli : Se¸cilmi¸s ˙Illerde Ekonometrik Yakla¸sım (In Turkish), D. E. ¨U. ˙I. ˙I. B. F. Dergisi, ˙Izmir 14 (1), 75–95, 1999.
  • Goodman, A., Johnson, P. and Webb, S. Inequality in the UK (Oxford University Press, Oxford, UK, 1997).
  • Greene, W. Econometrics Analysis (Prentice Hall, New Jersey, 2003).
  • Jiang, S., Li, X. and Zheng, Q. Approximate Equal Frequency Discretization Method, Intel- ligent Systems, GCSI’09. ERI, 514–518, 2009.
  • Lee, C. Discretizing continuous attributes using information theory, Computer and Infor- mation Sciences 3733, 493–502, 2005.
  • Long, J. S. Regression Models for Categorical and Limited Dependent Variables (Sage Pub- lications, California, 1997).
  • McKelvey, R. D. and Zavoina, W. A statistical model for the analysis of ordinal dependent variable, The Journal of Mathematical Sociology 4, 103–120, 1975.
  • Metin, K. and ¨U¸cdo˘gruk, S¸. ˙Istanbul ilinde gelir farklılıklarını belirleyen etmenler: ˙Insan Sermayesi Modeli (1994), Ekonomik Yakla¸sım 8 (27) (In Turkish), 283–302, 1997.
  • Mincer, J. Schooling and Earnings (Columbia University Press, New York, 1974).
  • Odekon, M. The Impact of Education on The Size Distribution of Earnings in Turkey (Unpublished Ph.D. Dissertation, State University of New York, Albany, 1977).
  • ¨Oks¨uzler, O. E˘gitim ve gelir ili¸skisi: T¨urkiye ¨Orne˘gi (In Turkish), T ¨U˙IK 16. ˙Istatistik Ara¸stırma Sempozyumu Bildiriler Kitabı, 291–300, 2007.
  • Pohlmann, J. T. and Leitner, D. W. A comparison of ordinary least squares and logistic regression, Ohio J. Sci, 103 (5), 118–125, 2003.
  • Smith, K. Determinants of household and labor income in the Baltic States: Soviet and post-Soviet results, The European Journal of Comparative Economics 4 (1), 3–24, 2007.
  • Tun¸c, M. Kalkınmada ˙Insan Sermayesi Yakla¸sımları ve T¨urkiye’de ˙Insan Sermayesi Boyu- tunun Analizi (Unpublished PhD Thesis (In Turkish), DE ¨U, Sosyal Bilimler Enstit¨us¨u, ˙Izmir, 1997).
  • Winkelmann, R. and Boes, S. Analysis of Microdata (Springer-Verlag, Berlin, Heidelberg, ), 200–201. Wooldridge, M. J. Introductory Econometrics:A Modern Approach (5th Edition, Prentice Hall, Ohio, 2003).

Transformation of a Continuous to a Discrete Variable: An Application of the Ordered Logit Model to Examine Effects of Education on Income in Turkey  ABSTRACT  |  FULL TEXT 

Yıl 2012, Cilt: 41 Sayı: 4, 573 - 585, 01.04.2012

Kaynakça

  • Borooah, V. K. Logit and Probit–Ordered and Multinomial Models (Sage University Paper , California, 2002).
  • Chapra, S. C. and Canale, R. P. M¨uhendisler i¸cin Sayısal Y¨ontemler (Literat¨ur Yayınları (In Turkish), Ankara, 2008).
  • Erdo˘gan, S. Temel ˙Insan Sermayesi Modeli : Se¸cilmi¸s ˙Illerde Ekonometrik Yakla¸sım (In Turkish), D. E. ¨U. ˙I. ˙I. B. F. Dergisi, ˙Izmir 14 (1), 75–95, 1999.
  • Goodman, A., Johnson, P. and Webb, S. Inequality in the UK (Oxford University Press, Oxford, UK, 1997).
  • Greene, W. Econometrics Analysis (Prentice Hall, New Jersey, 2003).
  • Jiang, S., Li, X. and Zheng, Q. Approximate Equal Frequency Discretization Method, Intel- ligent Systems, GCSI’09. ERI, 514–518, 2009.
  • Lee, C. Discretizing continuous attributes using information theory, Computer and Infor- mation Sciences 3733, 493–502, 2005.
  • Long, J. S. Regression Models for Categorical and Limited Dependent Variables (Sage Pub- lications, California, 1997).
  • McKelvey, R. D. and Zavoina, W. A statistical model for the analysis of ordinal dependent variable, The Journal of Mathematical Sociology 4, 103–120, 1975.
  • Metin, K. and ¨U¸cdo˘gruk, S¸. ˙Istanbul ilinde gelir farklılıklarını belirleyen etmenler: ˙Insan Sermayesi Modeli (1994), Ekonomik Yakla¸sım 8 (27) (In Turkish), 283–302, 1997.
  • Mincer, J. Schooling and Earnings (Columbia University Press, New York, 1974).
  • Odekon, M. The Impact of Education on The Size Distribution of Earnings in Turkey (Unpublished Ph.D. Dissertation, State University of New York, Albany, 1977).
  • ¨Oks¨uzler, O. E˘gitim ve gelir ili¸skisi: T¨urkiye ¨Orne˘gi (In Turkish), T ¨U˙IK 16. ˙Istatistik Ara¸stırma Sempozyumu Bildiriler Kitabı, 291–300, 2007.
  • Pohlmann, J. T. and Leitner, D. W. A comparison of ordinary least squares and logistic regression, Ohio J. Sci, 103 (5), 118–125, 2003.
  • Smith, K. Determinants of household and labor income in the Baltic States: Soviet and post-Soviet results, The European Journal of Comparative Economics 4 (1), 3–24, 2007.
  • Tun¸c, M. Kalkınmada ˙Insan Sermayesi Yakla¸sımları ve T¨urkiye’de ˙Insan Sermayesi Boyu- tunun Analizi (Unpublished PhD Thesis (In Turkish), DE ¨U, Sosyal Bilimler Enstit¨us¨u, ˙Izmir, 1997).
  • Winkelmann, R. and Boes, S. Analysis of Microdata (Springer-Verlag, Berlin, Heidelberg, ), 200–201. Wooldridge, M. J. Introductory Econometrics:A Modern Approach (5th Edition, Prentice Hall, Ohio, 2003).
Toplam 17 adet kaynakça vardır.

Ayrıntılar

Birincil Dil Türkçe
Bölüm Matematik
Yazarlar

Ö.k. Gürler Bu kişi benim

H.h. Özkoç Bu kişi benim

 ş. Üçdoğruk Bu kişi benim

Yayımlanma Tarihi 1 Nisan 2012
Yayımlandığı Sayı Yıl 2012 Cilt: 41 Sayı: 4

Kaynak Göster

APA Gürler, Ö., Özkoç, H., & Üçdoğruk, . (2012). Transformation of a Continuous to a Discrete Variable: An Application of the Ordered Logit Model to Examine Effects of Education on Income in Turkey  ABSTRACT  |  FULL TEXT . Hacettepe Journal of Mathematics and Statistics, 41(4), 573-585.
AMA Gürler Ö, Özkoç H, Üçdoğruk . Transformation of a Continuous to a Discrete Variable: An Application of the Ordered Logit Model to Examine Effects of Education on Income in Turkey  ABSTRACT  |  FULL TEXT . Hacettepe Journal of Mathematics and Statistics. Nisan 2012;41(4):573-585.
Chicago Gürler, Ö.k., H.h. Özkoç, ve  ş. Üçdoğruk. “Transformation of a Continuous to a Discrete Variable: An Application of the Ordered Logit Model to Examine Effects of Education on Income in Turkey  ABSTRACT  |  FULL TEXT ”. Hacettepe Journal of Mathematics and Statistics 41, sy. 4 (Nisan 2012): 573-85.
EndNote Gürler Ö, Özkoç H, Üçdoğruk  (01 Nisan 2012) Transformation of a Continuous to a Discrete Variable: An Application of the Ordered Logit Model to Examine Effects of Education on Income in Turkey  ABSTRACT  |  FULL TEXT . Hacettepe Journal of Mathematics and Statistics 41 4 573–585.
IEEE Ö. Gürler, H. Özkoç, ve  . Üçdoğruk, “Transformation of a Continuous to a Discrete Variable: An Application of the Ordered Logit Model to Examine Effects of Education on Income in Turkey  ABSTRACT  |  FULL TEXT ”, Hacettepe Journal of Mathematics and Statistics, c. 41, sy. 4, ss. 573–585, 2012.
ISNAD Gürler, Ö.k. vd. “Transformation of a Continuous to a Discrete Variable: An Application of the Ordered Logit Model to Examine Effects of Education on Income in Turkey  ABSTRACT  |  FULL TEXT ”. Hacettepe Journal of Mathematics and Statistics 41/4 (Nisan 2012), 573-585.
JAMA Gürler Ö, Özkoç H, Üçdoğruk . Transformation of a Continuous to a Discrete Variable: An Application of the Ordered Logit Model to Examine Effects of Education on Income in Turkey  ABSTRACT  |  FULL TEXT . Hacettepe Journal of Mathematics and Statistics. 2012;41:573–585.
MLA Gürler, Ö.k. vd. “Transformation of a Continuous to a Discrete Variable: An Application of the Ordered Logit Model to Examine Effects of Education on Income in Turkey  ABSTRACT  |  FULL TEXT ”. Hacettepe Journal of Mathematics and Statistics, c. 41, sy. 4, 2012, ss. 573-85.
Vancouver Gürler Ö, Özkoç H, Üçdoğruk . Transformation of a Continuous to a Discrete Variable: An Application of the Ordered Logit Model to Examine Effects of Education on Income in Turkey  ABSTRACT  |  FULL TEXT . Hacettepe Journal of Mathematics and Statistics. 2012;41(4):573-85.