نتائج البحث

Markov chain Monte Carlo for a hyperbolic Bayesian inverse problem in traffic flow modeling

• Authors : Coullon, J; Pokern, Y

Subjects: Bayesian inverse problem; MCMC; motorway traffic flow

• Source: Data-Centric Engineering , 3 , Article e4. (2022)

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On the inverse problem in optical coherence tomography

• Authors : Macdonald, Callum M; Arridge, Simon R; Munro, Peter RT

Subjects: Imaging and sensing; Interference microscopy

• Source: Scientific Reports , 13 (1) , Article 1507. (2023)

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Discrete regularization and convergence of the inverse problem for 1+1 dimensional wave equation

• Authors : Korpela, J; Lassas, M; Oksanen, L

Subjects: Inverse problem; regularization theory; wave equation

• Source: Inverse Problems and Imaging , 13 (3) pp. 575-596. (2019)

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Inverse problem for Einstein-scalar field equations

• Authors : Kurylev, Y; Lassas, M; Oksanen, L

• Source: Duke Mathematical Journal , 171 (16) pp. 3215-3282. (2022)

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The Linearized Inverse Problem in Multifrequency Electrical Impedance Tomography

• Authors : Jin, B; Ammari, H; Alberti, GS

Subjects: multifrequency electrical impedance tomography; linearized inverse problem; reconstruction

• Source: SIAM Journal on Imaging Sciences , 9 (4) pp. 1525-1551. (2016)

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Regularization strategy for an inverse problem for a 1+1 dimensional wave equation

• Authors : Korpela, J; Lassas, M; Oksanen, L

Subjects: Inverse problem; regularization theory; wave equation

• Source: Inverse Problems , 32 (6) , Article 065001. (2016)

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An inverse problem for a one-dimensional time-fractional diffusion problem

• Authors : Jin, B; Rundell, W

Subjects: fractional inverse problem; fractional dierential equation; anomalous diusion

• Source: Inverse Problems , 28 (7) , Article 075010. (2012)

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Inverse Problem for the Yang–Mills Equations

• Authors : Chen, X; Lassas, M; Oksanen, L

• Source: Communications in Mathematical Physics , 384 pp. 1187-1225. (2021)

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An inverse problem for a semi-linear elliptic equation in Riemannian geometries

• Authors : Feizmohammadi, A; Oksanen, L

• Source: Journal of Differential Equations , 269 (6) pp. 4683-4719. (2020)

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Global uniqueness in an inverse problem for time fractional diffusion equations

• Authors : Kian, Y; Oksanen, L; Soccorsi, E

Subjects: Inverse problems,Fractional diffusion equation; Partial data; Uniqueness result

• Source: Journal of Differential Equations , 264 (2) pp. 1146-1170. (2018)

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