One-day Workshop on Inverse Problems supported by the LMS
School of Mathematics, University of Birmingham
Monday 12th May 2008
Seminars take place in Lecture Room C in the Watson building (Edgbaston campus).
Abstract(Professor George Dassios):
Electroencephalography (EEG) and Magnetoencephalography (MEG) are
the only two known brain imaging techniques with temporal resolution
(one millisecond) which allows the study of the functional brain.
Unfortunately, the inverse problems associated with these methods
suffer from lack of uniqueness and from very complicated dependence
of the geometry of the brain. Even the simplest possible case, that
of a spherical brain model, is not completely understood in its
complete generality today. The talk will be concentrated on the
mathematical formulation of the EEG and MEG problems, and the main
results known today will be presented. Finally, a set of open problems
of mathematical and practical importance will be discussed.
Abstract (Professor Dinh Nho Hào):
There have been many papers devoted
to parabolic equations
backwards in time, but very few devoted to the case of time-dependent
coefficients. In this talk we deliver some stability estimates for
parabolic equations backwards in time, specially for that of
time-dependent coefficients. Some regularization techniques for them are
proposed.
The abstract of Professor Slodička, is here.
Organizer: Tomas Johansson b.t.johansson at bham.ac.uk
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