Approximated factorizations for kernels involved in the scattering due to a wedge at skew incidence

V. Daniele, R. Zich
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引用次数: 3

Abstract

The theory of the factorization is better mathematically founded in comparison to the theory of the difference equations. This aspect is particularly important when no closed form solutions of the difference equations are available or even possible, and approximated techniques become necessary to overcome the problem. According to the opinion of the authors, approximated factorizations face these problems in a more suitable and effective way. Some approximated factorization techniques related to wedge problems have been addressed.
楔形斜入射散射中涉及的核的近似分解
与差分方程理论相比,因式分解理论在数学上有更好的基础。当差分方程没有封闭形式的解时,这一点尤其重要,甚至可能,近似技术成为克服这个问题的必要条件。笔者认为,近似分解处理这些问题是一种更为合适和有效的方法。讨论了一些与楔形问题有关的近似分解技术。
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