Statistical Features of Complex Systems –Toward Establishing Sociological Physics–

A Concise Introduction to the Statistical Physics of Complex Systems

a concise introduction to the statistical physics of a concise introduction to the statistical physics of a concise introduction to the statistical physics of a concise introduction to the statistical physics of a concise introduction to the statistical physics of a concise introduction to the statistical physics of complexity cutting across all of sciences; engineering a concise introduction t...

Statistical physics for complex cosmic structures

Cosmic structures at large scales represent the earliest and most extended form of matter condensation. In this lecture we review the application of the methods and concepts of modern statistical physics to these structures. This leads to a new perspective in the field which can be tested by the many new data which are appearing in the near future. In particular, galaxy structures show fractal ...

A Statistical Physics Characterization of the Complex Systems Dynamics: Quantifying Complexity from Spatio-Temporal Interactions

Biological systems are frequently categorized as complex systems due to their capabilities of generating spatio-temporal structures from apparent random decisions. In spite of research on analyzing biological systems, we lack a quantifiable framework for measuring their complexity. To fill this gap, in this paper, we develop a new paradigm to study a collective group of N agents moving and inte...

Statistical Physics (PHY831): Part 4: Ginzburg-Landau theory, modeling of dynamics and scaling in complex systems

London theory was developed by Fritz London in 1935 to describe the Meissner effect. This theory leads to the introduction of the penetration depth to describe the extent of magnetic field penetration, λ into type I superconductors. The penetration depth is also important in type II superconductors and describes the extent of flux penetration near vortices as well as at surfaces. Prior to his s...

Statistical Physics