首页> 外文期刊>Journal of Communications Technology and Electronics >Application of Fractal Theory, Fractional Operators, Textures, Scaling Effects, and Nonlinear Dynamics Methods in the Synthesis of New Information Technologies in Radio Electronics (Specifically, Radiolocation)
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Application of Fractal Theory, Fractional Operators, Textures, Scaling Effects, and Nonlinear Dynamics Methods in the Synthesis of New Information Technologies in Radio Electronics (Specifically, Radiolocation)

机译:分形理论,分数算子,纹理,缩放效应和非线性动力学方法在无线电电子新信息技术(特别是无线电定位)综合中的应用

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摘要

In this review, we present the main results on the creation of new information technologies based on textures, fractals, fractional operators, scaling effects, and nonlinear dynamics methods that were obtained from 1979 to the present at the Kotelnikov Institute of Radioengineering and Electronics, Russian Academy of Sciences (IRE, RAS). It is shown that new dimensional and topological (not energy!) signs or invariants that are combined under the generalized concept of "sampling topology" similar to "fractal signature" were proposed for the first time and then applied. Texture and fractal-scaling (topological) methods for detecting super-weak signals and fields in intense noise and interferences are proposed. A new type and a new method of modern radiolocation, namely, fractal-scaling or scale-invariant radiolocation was proposed, discovered, and developed. This entails fundamental changes in the structure of theoretical radiolocation, as well as in its mathematical apparatus.
机译:在这篇综述中,我们介绍了基于纹理,分形,分数算子,缩放效应和非线性动力学方法的新信息技术的创建的主要结果,这些信息技术是从1979年至今在俄罗斯的Kotelnikov无线电工程和电子学院获得的科学院(IRE,RAS)。结果表明,首次提出了在类似于“分形签名”的“采样拓扑”的广义概念下组合的新的维数和拓扑(不是能量!)符号或不变量。提出了用于检测强噪声和干扰中的超弱信号和场的纹理和分形缩放(拓扑)方法。提出,发现和发展了一种新的类型和新的现代放射定位方法,即分形缩放或尺度不变的放射定位。这就要求理论上的无线电定位及其数学仪器发生根本性的变化。

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