论文标题
波支持定理和逆谐振唯一性
Wave Support Theorem and Inverse Resonant Uniqueness on the Line
论文作者
论文摘要
在本文中，我们通过实验研究了共振散射决定因素的反问题。我们分析了扰动线性波的特征结构。假设潜在扰动的常见部分沿着同一条带传播，我们估计了扰动波的常见部分及其傅立叶变换。 我们从内凡林纳类型的表示定理中推断出部分反向唯一性。
In the paper, we experimentally study the inverse problem with the resonant scattering determinant. We analyze the structure of characteristics of perturbed linear waves. Assuming there is the common part of potential perturbation propagating along the same strips, we estimate the common part of the perturbed wave, and its Fourier transform. We deduce the partial inverse uniqueness from the Nevanlinna type of representation theorem.
