Fractal Scaling or Scale-invariant Radar: A Breakthrough into the Future

A. Potapov
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引用次数: 6

Abstract

Results of application of theory of fractal and chaos, scaling effects and fractional operators in the fundamental issues of the radio location and radio physic are presented in this paper. The key point is detection and processing of super weak signals against the background of non-Gaussian intensive noises. The main ideas and strategic directions in synthesis of fundamentally new topological radar detectors of low-contrast targets / objects have been considered. The author has been investigating these issues for exactly 35 years and has obtained results of the big scientific and practical worth. The reader is invited to look at the fundamental problems with the synergetic point of view of non-Markovian micro- and macro- systems. The results of big practical and scientific importance obtained by the author were published in four summary reports of the Presidium of Russian academy of science (2008, 2010, 2012, and 2013) and in the report for the Government of Russian Federation (2012).
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分形尺度或尺度不变雷达:未来的突破
本文介绍了分形和混沌理论、尺度效应和分数算子在无线电定位和无线电物理基本问题中的应用结果。关键是在非高斯强噪声背景下对超弱信号的检测和处理。讨论了新型低对比度目标/物体拓扑雷达探测器合成的主要思路和战略方向。笔者对这些问题进行了整整35年的研究,取得了具有重大科学和实用价值的成果。请读者以非马尔可夫微观和宏观系统的协同观点来看待基本问题。在俄罗斯科学院主席团的四份总结报告(2008年、2010年、2012年和2013年)和俄罗斯联邦政府报告(2012年)中发表了作者获得的具有重大现实和科学意义的成果。
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