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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 equationsKinash, Nataliia; Janno, JaanMathematics2019 / art. 1138, p. 1-16 https://doi.org/10.3390/math7121138 Journal metrics at Scopus Article at Scopus Journal metrics at WOS Article at WOS

Inverse problem to determine two time-dependent source factors of fractional diffusion-wave equations from final data and simultaneous reconstruction of location and time history of a point sourceJanno, JaanMathematics2023 / art. 456, 17 p https://doi.org/10.3390/math11020456

Inverse problem to identify a space-dependent diffusivity coefficient in a generalized subdiffusion equation from final dataJanno, Jaan; Kasemets, Kairi; Kinash, NataliiaProceedings of the Estonian Academy of Sciences2022 / p. 3-15 https://doi.org/10.3176/proc.2022.1.01 Journal metrics at Scopus Article at Scopus Journal metrics at WOS Article at WOS

Inverse problems for a generalized subdiffusion equation with final overdeterminationKinash, Nataliia; Janno, JaanMathematical modelling and analysis2019 / p. 236–262 https://doi.org/10.3846/mma.2019.016 Journal metrics at Scopus Article at Scopus Journal metrics at WOS Article at WOS

Inverse problems with unknown boundary conditions and final overdetermination for time fractional diffusion-wave equations in cylindrical domainsJanno, JaanMathematics2021 / art. 2541, 22 p https://doi.org/10.3390/math9202541 Journal metrics at Scopus Article at Scopus Journal metrics at WOS Article at WOS