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An Inverse Problem for a Generalized Fractional Derivative with an Application in Reconstruction of Time- and Space-Dependent Sources in Fractional Diffusion and Wave Equations

Kinash, Nataliia; Janno, Jaan (2019). An Inverse Problem for a Generalized Fractional Derivative with an Application in Reconstruction of Time- and Space-Dependent Sources in Fractional Diffusion and Wave Equations. Mathematics, 7 (12, 1138), ARTN 1138.10.3390/math7121138.
ajakirjaartikkel
Kinash, Nataliia; Janno, Jaan
  • Inglise
Mathematics
BASEL
7
12
1138
7
2019
ARTN 1138
16
Ilmunud
1.1. Teadusartiklid, mis on kajastatud Web of Science andmebaasides Science Citation Index Expanded, Social Sciences Citation Index, Arts & Humanities Citation Index ja/või andmebaasis Scopus (v.a. kogumikud)
WOS

Viited terviktekstile

dx.doi.org/10.3390/math7121138

Lisainfo

Article
inverse problem; source reconstruction; final overdetermination; subdiffusion; tempered subdiffusion; fractional wave equation; generalized fractional derivative; Atangana-Baleanu derivative
Science Citation Index Expanded; Scopus