【摘 要】
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Inverse problems have found wide applications in industry and many modern technique areas such as material sciences,nondestructive test and imaging process,
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Inverse problems have found wide applications in industry and many modern technique areas such as material sciences,nondestructive test and imaging process,with the essential difficulties of ill-posedness.There are different ways to the modeling of inverse problems,among which the inverse problems based on partial differential equations occupy an important position.In this minisymposium,we will organize several talks covering inverse scattering,inverse boundary value problems,inverse source problems,abnormal diffusion process and imaging process.These problems are described by elliptic and parabolic equations.The related mathematical theory and inversion algorithms will be discussed,dealing with the ill-posedness and nonlinearity of the corresponding problems.
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