原子函数在边值问题、信号处理和天线合成中的应用

V. Kravchenko
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引用次数: 0

摘要

本文主要介绍原子在信号处理和图像重建中的应用,这也是最近出版物的主题。然而,这个数学工具的潜在能力是相当多样化的,它们可以找到弹性波等的广泛应用。它们可以作为解决电动力学、天线分析和综合等问题的基础函数。此外,它们还可以与其他方法相结合,用于声学和光电子学以及医疗设备的信号处理问题。简而言之,不可能考虑原子函数理论的能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Applications of atomic functions to the boundary value problems, signal processing, and synthesis of antennas
This paper presents and focused primarily on the application of atomic to signal processing, image reconstruction, which is also the subject of the recent publications. However, the potential capabilities of this mathematical tool are quite diverse and they can find wide application of elastic waves, etc. They can be used as the basis functions for solving problems of electrodynamics, antenna analysis and synthesis, etc. Moreover, they can be used in acousto and opto-electronics as well as in signal processing problems in medical equipment in combination with other approaches. For short, it is impossible to consider the capabilities of the theory of atomic functions.
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