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APPLICATION OF THE HEISENBERG UNCERTAINTY PRINCI PLE TO ECONOMI C DATA

Year 2017, Volume: 4 Issue: 11, 370 - 393, 12.09.2017

Abstract

In this study, ınthe light of the data obtained by modern theoretical physics in the understanding of the basic formation of the universe, the methodological and philosophical analysis of basic physics concepts and their formal and informal linkages with real economic data were investigated. Based on the analysis of time series, economic mass, normalized economic coordinates, procedures for heterogeneous economic time determination are offered and the concept of economic Plank's constant has been proposed. The theory has been tried on the real economic dynamic's time series, including spot prices, Forex, stock indices and found to be practicable. The achieved results are open for discussion.

References

  • Alexander Harin. (2006). Economic uncertainty principle," https://halshs.archives-ouvertes.fr/halshs-00090791” Submitted on 3 Sep 2006
  • Belal E. Baaquie. (2005). Quantum Mechanics and Option Pricing. Department of Physics, National University of Singapore, July 28.
  • Carlos Pedro Gonçalves. (2012). Quantum Financial Economics – Risk and Returns, Instituto Superior de Ciências Sociais e Políticas (ISCSP), Technical University of Lisbon 2 Jan.
  • Chao Zhang& Lu Huang. (2010). A quantum model for the stock market, Physica A: Statistical Mechanics and its Applications , vol. 389, issue 24, pp 5769-5775.
  • John G. Cramer. (2015). The Transactional Interpretation of Quantum Mechanics and Quantum Nonlocality, 28 Feb 2015
  • L.D. Landau & E.M. Lifshitz (1971) The Classical Theory of Fields ( Volume 2 of A Course of Theoretical Physics ) Pergamon Press 1971
  • Liviu-Adrian Cotfas. (2012). A Quantum Mechanical model For The Rate Of Return, Compiled November 9.
  • M. Kaku. (1999). Introduction to superstrings and M- theory. Graduate texts in contemporary physics, Published by Springer,
  • V. Balasubramanian. (2011). What we don't know about time. Foundations of Physics, p 139, September, 2011.
  • V. M. Saptsin & V. N. Soloviev, (2009). Relativistic Quantum Econophysics. New paradigms of Complex systems modeling, Brama-Ukraine, Cherkassy.
  • Veselin Vukotic. (2011). Quantum Economics, Panoeconomicus, 2011, 2, pp. 267-276
  • Vladimir Soloviev & Vladimir Saptsin. (2011). Heisenberg Uncertainty Principle And Economic Analogues Of Basic Physical Quantities, 10 Nov 2011.
  • Vladimir Soloviev & Vladimir Saptsin & Dmitry Chabanenkoz. (2011). Markov Chains application to the financial-economic time series prediction, 22 Nov 2011.
  • Y. S. Vladimirov. (1996). A relational theory of space-time interactions. Part 2. MGU, Moscow.
  • Y. S. Vladimirov.(1996). A relational theory of space-time interactions. Part 1. MGU, Moscow.

Heisenberg Belirsizlik İlkesinin Ekonomik Verilere Uygulanması

Year 2017, Volume: 4 Issue: 11, 370 - 393, 12.09.2017

Abstract

Bu çalışmada evrenin temel oluşumunun anlaşılmasında modern teorik fizik tarafından elde edilen veriler ışığında, temel fizik kavramlarının metodolojik ve felsefi analizi ve bunların gerçek ekonomik veriler ile resmi ve gayri resmi bağlantıları araştırılmıştır. Heterojen ekonomik zaman tanımı için yönergeler, normalize edilmiş ekonomik koordinatlar ve ekonomik kütleden bahsedilen çalışmada, zaman serilerinin analizine dayanılarak ekonomik Plank sabiti kavramı önerilmiştir. Hisse endeksleri, Forex ve emtia fiyatlarını içeren gerçek ekonomik dinamiklerinin zaman serileri üzerinde teori denenmiş ve uygulanabilir bulunmuştur, elde edilen sonuçlar tartışmaya açıktır.

References

  • Alexander Harin. (2006). Economic uncertainty principle," https://halshs.archives-ouvertes.fr/halshs-00090791” Submitted on 3 Sep 2006
  • Belal E. Baaquie. (2005). Quantum Mechanics and Option Pricing. Department of Physics, National University of Singapore, July 28.
  • Carlos Pedro Gonçalves. (2012). Quantum Financial Economics – Risk and Returns, Instituto Superior de Ciências Sociais e Políticas (ISCSP), Technical University of Lisbon 2 Jan.
  • Chao Zhang& Lu Huang. (2010). A quantum model for the stock market, Physica A: Statistical Mechanics and its Applications , vol. 389, issue 24, pp 5769-5775.
  • John G. Cramer. (2015). The Transactional Interpretation of Quantum Mechanics and Quantum Nonlocality, 28 Feb 2015
  • L.D. Landau & E.M. Lifshitz (1971) The Classical Theory of Fields ( Volume 2 of A Course of Theoretical Physics ) Pergamon Press 1971
  • Liviu-Adrian Cotfas. (2012). A Quantum Mechanical model For The Rate Of Return, Compiled November 9.
  • M. Kaku. (1999). Introduction to superstrings and M- theory. Graduate texts in contemporary physics, Published by Springer,
  • V. Balasubramanian. (2011). What we don't know about time. Foundations of Physics, p 139, September, 2011.
  • V. M. Saptsin & V. N. Soloviev, (2009). Relativistic Quantum Econophysics. New paradigms of Complex systems modeling, Brama-Ukraine, Cherkassy.
  • Veselin Vukotic. (2011). Quantum Economics, Panoeconomicus, 2011, 2, pp. 267-276
  • Vladimir Soloviev & Vladimir Saptsin. (2011). Heisenberg Uncertainty Principle And Economic Analogues Of Basic Physical Quantities, 10 Nov 2011.
  • Vladimir Soloviev & Vladimir Saptsin & Dmitry Chabanenkoz. (2011). Markov Chains application to the financial-economic time series prediction, 22 Nov 2011.
  • Y. S. Vladimirov. (1996). A relational theory of space-time interactions. Part 2. MGU, Moscow.
  • Y. S. Vladimirov.(1996). A relational theory of space-time interactions. Part 1. MGU, Moscow.
There are 15 citations in total.

Details

Journal Section Articles
Authors

Cihan Tanrıöven

Erkan Kuzu This is me

Publication Date September 12, 2017
Published in Issue Year 2017 Volume: 4 Issue: 11

Cite

APA Tanrıöven, C., & Kuzu, E. (2017). Heisenberg Belirsizlik İlkesinin Ekonomik Verilere Uygulanması. Gazi Üniversitesi Sosyal Bilimler Dergisi, 4(11), 370-393.
AMA Tanrıöven C, Kuzu E. Heisenberg Belirsizlik İlkesinin Ekonomik Verilere Uygulanması. ASBİDER. September 2017;4(11):370-393.
Chicago Tanrıöven, Cihan, and Erkan Kuzu. “Heisenberg Belirsizlik İlkesinin Ekonomik Verilere Uygulanması”. Gazi Üniversitesi Sosyal Bilimler Dergisi 4, no. 11 (September 2017): 370-93.
EndNote Tanrıöven C, Kuzu E (September 1, 2017) Heisenberg Belirsizlik İlkesinin Ekonomik Verilere Uygulanması. Gazi Üniversitesi Sosyal Bilimler Dergisi 4 11 370–393.
IEEE C. Tanrıöven and E. Kuzu, “Heisenberg Belirsizlik İlkesinin Ekonomik Verilere Uygulanması”, ASBİDER, vol. 4, no. 11, pp. 370–393, 2017.
ISNAD Tanrıöven, Cihan - Kuzu, Erkan. “Heisenberg Belirsizlik İlkesinin Ekonomik Verilere Uygulanması”. Gazi Üniversitesi Sosyal Bilimler Dergisi 4/11 (September 2017), 370-393.
JAMA Tanrıöven C, Kuzu E. Heisenberg Belirsizlik İlkesinin Ekonomik Verilere Uygulanması. ASBİDER. 2017;4:370–393.
MLA Tanrıöven, Cihan and Erkan Kuzu. “Heisenberg Belirsizlik İlkesinin Ekonomik Verilere Uygulanması”. Gazi Üniversitesi Sosyal Bilimler Dergisi, vol. 4, no. 11, 2017, pp. 370-93.
Vancouver Tanrıöven C, Kuzu E. Heisenberg Belirsizlik İlkesinin Ekonomik Verilere Uygulanması. ASBİDER. 2017;4(11):370-93.