The equilibrium distributions of probabilities providing maximality of Renyi and Tsallis entropies are rederived. New S-forms of them are found which are normalised with corresponding entropies in contrast to the usual Z-forms normalised with partition functions.
Microscopic Legendre Transform, Canonical Distribution and Jaynes' Maximum Entropy Principle
Maximum entropy principle for stationary states underpinned by stochastic thermodynamics
Non-additivity of Tsallis entropies and fluctuations of temperature
