Have you heard about econophysics?

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SUMMARY

Econophysics is an interdisciplinary field that applies statistical mechanics and nonlinear physics techniques to model economic systems. While some argue that it does not constitute a true branch of physics, proponents emphasize its relevance in studying complex systems that encompass both physical and human interactions. Key tools from physics are utilized to derive insights into economic phenomena, making it a valuable area of research for those interested in computational modeling and economics. Resources for further exploration include university research pages and dedicated forums on the subject.

PREREQUISITES
  • Understanding of statistical mechanics
  • Familiarity with nonlinear physics
  • Basic knowledge of economic principles
  • Experience in computational modeling techniques
NEXT STEPS
  • Research the application of statistical mechanics in economics
  • Explore complex systems theory and its implications
  • Investigate existing models in econophysics
  • Learn about computational tools used in economic modeling
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Students and professionals in physics engineering, economists interested in interdisciplinary approaches, and researchers focusing on complex systems and computational modeling.

JorgeM
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I'm studying physics engineering, and I would like to make a degree in Applied physics, but next to that step I would like to study Econophysics or something related to that area. I really like the area of computacional computing and economics so, I think it is going to be so good to try to propose some models using some of the math and physical intuition that one learns while we are in University.
Do you know if this is a serious part of the physics? Or is it to new area to know so much about it?
Thanks for your advise!
 
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I don't really understand what that would entail. Economics is the study of financial exchanges between humans. I suppose you could try modeling economic systems using known physical systems and see what results you get -- that may be of some interest. I'm not sure I would necessarily classify that as a branch of physics per-se, because you're using the physics as an analogy. There is no underlying physical system to economics.
 
Dewgale said:
I don't really understand what that would entail. Economics is the study of financial exchanges between humans. I suppose you could try modeling economic systems using known physical systems and see what results you get -- that may be of some interest. I'm not sure I would necessarily classify that as a branch of physics per-se, because you're using the physics as an analogy. There is no underlying physical system to economics.
I suggest you Google Econophysics
 
I just did, and I'm hesitant to really classify it as physics. It's applying tools derived from physical systems on economic systems, which seems to me to be far less physics, and far more economics. Just because a physicist is approaching a problem using tools they got from physics, doesn't make the subject area necessarily physics. If I successfully applied statistical mechanical tools to election predictions, I wouldn't consider that some new branch of physics called "Politiphysics".
 
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Dewgale said:
I just did, and I'm hesitant to really classify it as physics. It's applying tools derived from physical systems on economic systems, which seems to me to be far less physics, and far more economics. Just because a physicist is approaching a problem using tools they got from physics, doesn't make the subject area necessarily physics. If I successfully applied statistical mechanical tools to election predictions, I wouldn't consider that some new branch of physics called "Politiphysics".

The physicists who apply the methods and tools of statistical mechanics will disagree with you. I believe their counter-arguments are that they are not necessarily interested in just problems with economics (or in your hypothetical example, politics) but in the broader area of the study of complex systems. The physicists who specialize in complex systems apply techniques and methods offered by statistical mechanics and nonlinear physics to gain insights on broader structures that can find applications in both physical systems (e.g. molecular interactions) and human systems (e.g. economics, politics).
 
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