Different physical phenomena such as anomalous transport or random walk with infinite moments
dynamics of porous media continuous time random walk, chaotic dynamics reviews
can be described by equations with fractional integro-differentiation. Despite of fairly deep and comprehensive results in fractional calculus a possibility of their applications to physics needs to
develop specific physical tools such as extension of fractional calculus to the areas as multi-dimension
multi-scaling [15,16], variational principles
In this paper, we concentrate on two problems important for numerous physical applications: conservation
laws and Hamiltonian type equations, both obtained from the corresponding fractional action principles
conservation laws using hamilton mechanism
#conservationlaws #hamitonmechanism
8 окт 2024
