Nonlocal and Fractional Operators
portes grátis
Nonlocal and Fractional Operators
Beghin, Luisa; Mainardi, Francesco; Garrappa, Roberto
Springer Nature Switzerland AG
07/2022
308
Mole
Inglês
9783030692384
15 a 20 dias
492
Descrição não disponível.
G. Ascione et al., On the transient behavior of fractional M/M/?queues.- G. Baumann, Sinc methods for Levy-Schroedinger equations.- A. Bazzani et al., Stochastic properties of colliding hard spheres in a non-equilibrium thermal bath.- A. Cardinali, Electromagnetic waves in non-local dielectric media: derivation of a fractional differential equation describing the wave dynamics.- A. Caserta et al., Some new exact results for non-linear space-fractional diffusivity equations.- C. Cesarano and A. Parmentier, A note on Hermite-Bernoulli polynomials.- J. Chen et al., A fractional Hawkes process.- A.Consiglio and F. Mainardi, Fractional diffusive waves in the Cauchy and signalling problems.- F. Ferrari, Some extension results for nonlocal operators and applications.- A. Lattanzi, The Pearcey equation: from the Salpeter relativistic equation to quasiparticles.- A. Maheshwari and R.Singh, Recent developments on fractional point processes.- A. Meoli, Some results on generalized accelerated motions driven by the telegraph process.- A. Rodriguez-Rozas et al., The PDD method for solving linear, nonlinear and fractional PDEs problems.- V.Sposini et al., Fractional diffusion and medium heterogeneity: the case of the continuous time random walk.- M. Yamamoto, On time fractional derivatives in fractional Sobolev spaces and applications to fractional ordinary differential equations.
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Fractional Calculus;Nonlocal Operators;Integro-differential Equations;Special Functions;Levy processes and subordinators
G. Ascione et al., On the transient behavior of fractional M/M/?queues.- G. Baumann, Sinc methods for Levy-Schroedinger equations.- A. Bazzani et al., Stochastic properties of colliding hard spheres in a non-equilibrium thermal bath.- A. Cardinali, Electromagnetic waves in non-local dielectric media: derivation of a fractional differential equation describing the wave dynamics.- A. Caserta et al., Some new exact results for non-linear space-fractional diffusivity equations.- C. Cesarano and A. Parmentier, A note on Hermite-Bernoulli polynomials.- J. Chen et al., A fractional Hawkes process.- A.Consiglio and F. Mainardi, Fractional diffusive waves in the Cauchy and signalling problems.- F. Ferrari, Some extension results for nonlocal operators and applications.- A. Lattanzi, The Pearcey equation: from the Salpeter relativistic equation to quasiparticles.- A. Maheshwari and R.Singh, Recent developments on fractional point processes.- A. Meoli, Some results on generalized accelerated motions driven by the telegraph process.- A. Rodriguez-Rozas et al., The PDD method for solving linear, nonlinear and fractional PDEs problems.- V.Sposini et al., Fractional diffusion and medium heterogeneity: the case of the continuous time random walk.- M. Yamamoto, On time fractional derivatives in fractional Sobolev spaces and applications to fractional ordinary differential equations.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
