Physicists who do research on complex systems

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SUMMARY

This discussion focuses on the classification of physicists researching complex systems and nonlinear dynamics, specifically Mark Newman, Jim Crutchfield, Doyne Farmer, and David Wolpert. The conversation highlights the ambiguity of their affiliation with the condensed matter physics community, despite their backgrounds in statistical physics. Key journals mentioned include Physical Review E and Journal of Complex Networks, which are relevant to their research. The discussion suggests consulting experienced condensed matter physicists for definitive classification.

PREREQUISITES
  • Understanding of complex systems and nonlinear dynamics
  • Familiarity with statistical physics concepts
  • Knowledge of academic publishing in physics
  • Awareness of key journals like Physical Review E and Journal of Complex Networks
NEXT STEPS
  • Research the role of statistical physics in complex systems
  • Explore the impact of nonlinear dynamics on applied mathematics
  • Investigate the contributions of pioneers like Feigenbaum, Lorenz, and Takens
  • Learn about the academic affiliations of contemporary researchers in complex systems
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Physicists, applied mathematicians, and researchers interested in the intersection of complex systems and nonlinear dynamics, as well as those seeking to understand the academic landscape of condensed matter physics.

StatGuy2000
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Hi everyone. I have followed with interest in the work of physicists who have conducted research in the area of complex systems and nonlinear dynamics. For example, consider researchers such as Mark Newman from the University of Michigan, Jim Crutchfield of USC, or Doyne Farmer and David Wolpert of the Santa Fe Institute.

Would you consider these people to be part of the condensed matter physics theory community of researchers (given their common background in statistical physics)? Or is it best to think of these researchers as a separate, entirely distinct of physics?
 
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The best way to answer this is to see:
- what departments they are in at their universities or companies or
- what courses they teach or
- what journals they typically submit to.
 
jedishrfu said:
The best way to answer this is to see:
- what departments they are in at their universities or companies or
- what courses they teach or
- what journals they typically submit to.

In the case of some of the physicists that I'm aware of who do research on complex systems, they have submitted their publications to journals such as Physical Review E (covering statistical nonlinear, biological and soft matter physics), Journal of Complex Networks (which, as the title suggests, is a journal that specializes in complex networks research).

This doesn't really answer my question about whether these researchers are part of the condensed matter physics community.
 
^ Try asking experienced condensed matter physicists; assuming they are familiar with the literature and go to CMP events, they should be able to answer you directly.
StatGuy2000 said:
Hi everyone. I have followed with interest in the work of physicists who have conducted research in the area of complex systems and nonlinear dynamics. For example, consider researchers such as Mark Newman from the University of Michigan, Jim Crutchfield of USC, or Doyne Farmer and David Wolpert of the Santa Fe Institute.

Would you consider these people to be part of the condensed matter physics theory community of researchers (given their common background in statistical physics)? Or is it best to think of these researchers as a separate, entirely distinct of physics?
Some big "old" names in nonlinear dynamics (NLD) and complexity are Feigenbaum, Lorenz and Takens. They all were instrumental in the early 'nonlinear revolution' and obviously pioneers of the field, but while they were working back then they would most definitely all be classified as completely separate scientists working in completely separate fields.

Stephen Strogatz, of the masterful NLD textbook, and many of his students and collaborators, including Watts and Barabasi, would probably be classified as applied mathematicians; incidentally, nonlinear dynamics, chaos and complexity are also best classified as applied mathematics.
 
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