Program

School

Mon, July 10
09:00Welcome
09:30–11:00H. Haddar
Overview of so-called qualitative methods in inverse scattering theory (1)
Abstract
11:00–12:30E. Bonnetier
Integral equations for the modeling of plasmonic resonance of nanoparticles (1)
12:30–14:00Lunch Break
14:00–15:30H. Haddar
Overview of so-called qualitative methods in inverse scattering theory (2)
15:30–15:45Break
15:45–17:30E. Bonnetier
Integral equations for the modeling of plasmonic resonance of nanoparticles (2)
Tue, July 11
09:00–10:30B. Cox
Forward and Inverse Problems in Photoacoustic Tomography (1)
10:30–10:45Break
10:45–12:15R. Leitgeb
Optical Coherence Tomography: Technology and Applications (1)
Ricam-Part_ONE_vRL2.pdf (PDF-File, 48.7MB)
Ricam-Part_TWOvRL.pdf (PDF-File, 20.6MB)
Ricam-Part_THREErevRL.pdf (PDF-File, 31.3MB)
Ricam-Part_FOURrevRL.pdf (PDF-File, 63MB)
12:15–13:30Lunch Break
13:30–15:00P. Beard
Practical aspects of photoacoustic imaging
15:00–15:15Break
15:15–17:00B. Cox
Forward and Inverse Problems in Photoacoustic Tomography (2)
Wed, July 12
09:00–10:30P. Monk
Finite element methods for electromagnetic scattering (1)
10:30–10:45Break
10:45–12:15R. Leitgeb
Optical Coherence Tomography: Technology and Applications (2)
12:15–13:30Lunch Break
13:30–15:00P. Monk
Finite element methods for diffraction gratings (2)

Workshop

(45 min talk + questions)

Thu, July 13
09:00–10:00P. Monk
Stekloff eigenvalues in inverse scatter
10:00–11:00A. Da Silva
Quantitative Photoacoustic imaging "On mice and Men": development of imaging systems, signal information content and processing.
11:00–12:00S. Arridge
Dynamic PhotoAcoustic Tomography
Abstract
12:00–13:30Lunch Break
13:30–14:30P. Kuchment
Mathematical problems of Compton camera imaging
Abstract
14:30–15:30K. Ren
Recent Progress on Quantitative Reconstructions in Photoacoustics with Nonlinear Physics
Abstract
15:30–16:00Break
16:00–17:00G. Alberti
Non-zero constraints in quantitative coupled physics imaging
Abstract
17:00–18:00Short talks
Fri, July 14
09:00–10:00T. Tarvainen
Quantitative photoacoustic tomography using transport and diffusion models
10:00–11:00P. Elbau