Free boundary problems for fractional diffusion operators in time

ROSCANI, SABRINA D.

Seminario; New trends in Contact Mechanics and related topics (a CONMECH event); 2019

Some topics about fractional phase change problems governed by fractional diffusions equations in time are treated. The physical approach and a derived model is presented. A mathematical approach linked to self-symilar solutions to different one-dimensional one-phase Stefan-like problems are compeared.