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Inverse Problems in One Dimension,ensions, and its radial one-dimensional counterpart on the half-line 0 ≤ . < ∞. It has given rise to numerous studies because of its applications in many electrical engineering problem, among which we may mention:

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Problems Connected with Discrete Spectra,. The mathematical model is usually the spectral problem of a linear operator. The modes are then associated with eigenvalues and eigenfunctions (e.g., vibrating strings, etc.). A “continuous extension” of these problems is observed in scattering studies (see chapter II). There are linear operators

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K. Chadan,P. C. Sabatier,R. G. Newtonure scenarios, taking into account the development of recent.This open access book presents a picture of the current energy challenges on the African continent (and the Sub-Saharan region in particular) and proposes pathways to an accelerated energy transition. Starting with an analysis of the statu

adjacent 发表于 2025-3-31 12:41:06

K. Chadan,P. C. Sabatier,R. G. Newtonure scenarios, taking into account the development of recent.This open access book presents a picture of the current energy challenges on the African continent (and the Sub-Saharan region in particular) and proposes pathways to an accelerated energy transition. Starting with an analysis of the statu

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查看完整版本: Titlebook: Inverse Problems in Quantum Scattering Theory; K. Chadan,P. C. Sabatier,R. G. Newton Book 1989Latest edition Springer-Verlag New York Inc.