(This Research Note contains the papers presented at a symposium organised jointly by mathematicians and physicists at the University of Helsinki in September 1985. The papers cover a representative sample of the different areas of research that can be gathered together under the title Inverse problems ; for example, the inverse scattering problem of quantum physics: exact methods stemming from quantum physics used to solve inverse problems in geophysics or other, more classical, fields; statistical (especially Bayesian) methods of parameter identification and numeical methods for handling ill-posed problems.
Applications dealt with here include detailed discussions of seismic problems, a three dimensional acoustic inverse problem, a treatment using pseudodifferential calculus for the EM-scsttering of the plate-like perfect conductor, numerical methods for ill-posed problems in biomagnetism and deconvolution of radar pulse forms in ionospheric measurements.
READERSHIP: Researchers and graduate students in applied mathematics and physics.)
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