Constantino Tsallis

ANOMALOUS DIFFUSION IN THE PRESENCE OF EXTERNAL FORCES : EXACT TIME-DEPENDENT SOLUTIONS AND THEIR THERMOSTATISTICAL BASIS

Driven anomalous diffusions (such as those occurring in some surface growths) are currently described through the nonlinear Fokker-Planck-like equation

Non-extensive thermostatistics: brief review and comments

(frac{ensuremath{partial}}{ensuremath{partial}t}){p}^{ensuremath{mu}}=ensuremath{-}(frac{ensuremath{partial}}{ensuremath{partial}x})[F(x){p}^{ensuremath{mu}}]+D(frac{{ensuremath{partial}}^{2}}{ensuremath{partial}{x}^{2}}){p}^{ensuremath{nu}}

GEOMETRY OPTIMIZATION AND CONFORMATIONAL ANALYSIS THROUGH GENERALIZED SIMULATED ANNEALING

[

Comment on “Thermodynamic stability conditions for the Tsallis and Rényi entropies” by J.D. Ramshaw

(ensuremath{mu}, ensuremath{nu})ensuremath{in}{mathcal{R}}^{2}

Pure and random Potts-like models: real-space renormalization-group approach

;

Spin wave specific heat in quasiperiodic Fibonacci structures

F(x)={k}_{1}ensuremath{-}{k}_{2}x

Renormalisation group treatment of bond percolation in anisotropic and 'inhomogeneous' planar lattices

is the external force;

Z(6) model: Criticality and break-collapse method

{k}_{2}g~0

Critical frontiers associated with the bond-diluted Ising ferromagnet on triangular and honeycomb lattices

]. We exhibit here the (physically relevant) exact solution for all

Specific heat anomalies associated with Cantor-set energy spectra

(x, t)