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Algebraic Reconstruction of Source and Attenuation in SPECT Using First Scattering Measurements
Conference ObjectAbstract: Here we present an Algebraic Reconstruction Technique (ART) for solving the identification problem iPalabras claves:Autores:Courdurier M., Evelyn Cueva, Irarrazaval P., Osses A., Quintana J.C., Tejos C.Fuentes:scopusMathematical modeling for 2D light-sheet fluorescence microscopy image reconstruction
ArticleAbstract: We study an inverse problem for light sheet fluorescence microscopy (LSFM), where the density of fluPalabras claves:algebraic reconstruction techniques, backward uniqueness, Fermi pencil-beam equation, heat equation, LSFM, Microscopy, radiative transfer equationAutores:Castañeda V., Courdurier M., Evelyn Cueva, Härtel S., Osses A., Palacios B.Fuentes:scopusLIPSCHITZ STABILITY FOR BACKWARD HEAT EQUATION WITH APPLICATION TO FLUORESCENCE MICROSCOPY
ArticleAbstract: In this work we study a Lipschitz stability result in the reconstruction of a compactly supported inPalabras claves:backward heat equation, fluorescence microscopy, Inverse Problem, Lipschitz stabilityAutores:Arratia P., Courdurier M., Evelyn Cueva, Osses A., Palacios B.Fuentes:scopus