On the existence of solutions to the fractional derivative equations d(alpha)u/dt(alpha)+Au = f, of relevance to diffusion in complex systems | Zendy

Arnaud Heibig | Zendy; Liviu Iulian Palade | Zendy

Open Access

On the existence of solutions to the fractional derivative equations d(alpha)u/dt(alpha)+Au = f, of relevance to diffusion in complex systems

Author(s) -

Arnaud Heibig,

Liviu Iulian Palade

Publication year - 2012

Publication title -

nonlinear analysis modelling and control

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.734

H-Index - 32

eISSN - 2335-8963

pISSN - 1392-5113

DOI - 10.15388/na.17.2.14065

Subject(s) - fractional calculus , derivative (finance) , relaxation (psychology) , mathematics , alpha (finance) , operator (biology) , diffusion , mathematical physics , diffusion equation , variety (cybernetics) , partial differential equation , mathematical analysis , pure mathematics , physics , thermodynamics , chemistry , psychology , social psychology , construct validity , statistics , biochemistry , economy , repressor , transcription factor , financial economics , economics , gene , service (business) , psychometrics

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