Statistical mechanics provides the framework for deriving macroscopic thermodynamic properties from the microscopic characteristics of matter. Central to this discipline is the concept of entropy, ...
Kaniadakis statistics represents a significant extension of classical statistical mechanics. At its core is the concept of a κ-deformation, which generalises the traditional Boltzmann–Gibbs framework ...
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The generalization of statistical mechanics makes it possible to regularize the theory of critical phenomena
Statistical mechanics is one of the pillars of modern physics. Ludwig Boltzmann (1844–1906) and Josiah Willard Gibbs (1839–1903) were its primary formulators. They both worked to establish a bridge ...
This is why statistical thermodynamics and Claude Shannon’s information theory are essentially the same theory: Shannon’s entropy, called information entropy, is a measure of how many states a system ...
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Could Gravity’s True Nature Be Entropic? Quantum Information Theory, the G-Field, and the Next Revolution
Gravity, long the sovereign force in the cosmic hierarchy, may be little more than a statistical side effect a byproduct of entropy, not a fundamental interaction. That is the provocative assertion ...
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