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A Lévy Distribution Based Searching Scheme for the Discrete Targets in Vast Region
2022
Symmetry
This paper investigates the Discrete Targets Search Problem, (DTSP), which aims to quickly search for discrete objects scattered in a vast symmetry region. Different from continuous function extremal value search, the discrete points search cannot make use of the properties of regular functions, such as function analytic, single/multiple extreme, and monotonicity. Thus, in this paper a new search scheme based on Lévy random distribution is investigated. In comparison with the TraditionalCarpet
doi:10.3390/sym14020272
fatcat:vz5rug3sg5cwjgdqcqtcez7tom