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 ...

The Austrian physicist Boltzmann explained the second law of thermodynamics in statistical terms. He defined the entropy of a system based on the number of possible microstates it could assume.

Craig Callender, Reducing Thermodynamics to Statistical Mechanics: The Case of Entropy, The Journal of Philosophy, Vol. 96, No. 7 (Jul., 1999), pp. 348-373 ...

The classical maximum entropy (ME) approach to estimating the unknown parameters of a multinomial discrete choice problem, which is equivalent to the maximum likelihood multinomial logit (ML) ...

While it is not obvious on the surface, this conception of entropy—known as statistical entropy —allows us to think about disorder in terms of information, and in doing so, we see that entropy ...

The third paper, "Assembly Theory Reduced to Shannon Entropy and Rendered Redundant by Naive Statistical Algorithms," is available on the arXiv preprint server.