Introduction:
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Fractional and nonlocal operators appear in concrete applications in many fields such as, among the others, optimization, finance, phase transitions, stratified materials, anomalous diffusion, crystal dislocation, soft thin films, semipermeable membranes, flame propagation, conservation laws, ultra-relativistic limits of quantum mechanics, quasi-geostrophic flows, multiple scattering, minimal surfaces, materials science and water waves. This is one of the reason why, recently, nonlocal fractional problems are widely studied in the literature.
The aim of this session is to get together experts in the field of nonlocal fractional equations in order to discuss recent progress, their related issues and applications and future trends. |
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