Generalised Fractional Evolution Equations of Caputo Type

This paper is devoted to the study of generalised time-fractional evolution equations involving Caputo type derivatives. Using analytical methods and probabilistic arguments we obtain well-posedness results and stochastic representations for the solutions. These results encompass known linear and non-linear equations from classical fractional partial differential equations such as the time-space-fractional diffusion equation, as well as their far reaching extensions. \\ Meaning is given to a probabilistic generalisation of Mittag-Leffler functions.Comment: To be published in 'Chaos, Solitons & Fractals

Storia economica e storia degli ebrei. Istituzioni, capitale sociale e stereotipi (secc. XV-XVIII)

Il volume affronta, a partire dai concetti chiave di stereotipo e capitale sociale, il problema della discriminazione istituzionalizzata e del confronto intercultural