一个有点类似、 但相对简单的例子是所谓的逆散射问题 (Inverse Scattering Problem)， 即通过对散射现象的细致观测反推相互作用的 Hamiltonian， 这在许多情况下是可以实现的， 但是计算已经十分复杂。
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The inverse scattering theory researches focused on the reconstruction of scat-terer from far-field data according to the far-field equation, since the inverse scattering problem appeared .
自逆散射问题出现以来,逆散射理论研究多以建立远场方程并根据获得的远场数据来重构散射体的居多。
参考来源 - 从近场数据重构非均匀散射体的逆散射问题·2,447,543篇论文数据，部分数据来源于NoteExpress
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The inverse scattering problems of the matrice equation have been researched and the scattering data and the solution of the inverse scattering problem have been obtained.
研究了矩阵方程在离散情况下的反散射问题，通过推导得出了有关散射数据和反散射解。
The inverse acoustic scattering problem is a typical inverse problem.
声波反散射问题是个典型的数学物理反问题。
It is demonstrated that there is only a two dimensional Fourier dual space in the problem of scattering-inverse scattering.
指出在散射一逆散射问题中，只存在两维传氏对偶空间。
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