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具階梯函數之弦振動的反問題
Thesis

具階梯函數之弦振動的反問題

劉珈銘
Masters, National Tsing Hua University
2003

Abstract

密度函數階梯函數光譜反問題 density functionpiecewise constant functionspectruminverse problem
This paper is concerned with using two spectral data to determine the piecewise constant density function of a string equation. We will also prove that if the Dirichlet-Dirichlet spectrum and the Neumann-Dirichlet spectrum of a string equation are the same as these of a homogenous string equation with the density function which equals to 1 on [0,1], then the density function is equal to 1 almost everywhere on [0,1].

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