2018
DOI: 10.1186/s13638-018-1032-6
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Target guiding self-avoiding random walk with intersection algorithm for minimum exposure path problem in wireless sensor networks

Abstract: To solve minimum exposure path (MEP) problem in wireless sensor networks more efficiently, this work proposes an algorithm called target guiding self-avoiding random walk with intersection (TGSARWI), which mimics the behavior of a group of random walkers that seek path to their destinations in a strange area. Target guiding leads random walkers move toward their end points, while self-avoiding prevents them from taking roundabout routes. Route intersections further accelerate the speed of seeking connected pat… Show more

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Cited by 2 publications
(2 citation statements)
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“…The problem of continuous MEP is translated into a discrete problem in this section. Assuming that the identified field is a rectangular area, the rectangle can be split into grids [5]. In this, the sensor-identified grid is a weighted connected network graph , where indicates the set of all nodes and E refers to the set of all edges.…”
Section: Fig1proposed Methodology 11 Minimal Exposure Path (Mep) mentioning
confidence: 99%
See 1 more Smart Citation
“…The problem of continuous MEP is translated into a discrete problem in this section. Assuming that the identified field is a rectangular area, the rectangle can be split into grids [5]. In this, the sensor-identified grid is a weighted connected network graph , where indicates the set of all nodes and E refers to the set of all edges.…”
Section: Fig1proposed Methodology 11 Minimal Exposure Path (Mep) mentioning
confidence: 99%
“…The PM-based-MEP is then translated into a numerically functional extreme that is higher dimensional, nondifferential and non-linear. In order to resolve the MEP problem in wireless sensor networks with more efficiency, in [5] an algorithm known as Target Guiding Self-Avoiding Random Walk with Intersection (TGSARWI) is proposed, which imitates the behavior of a set of random walkers who try to find the path to their destinations in a queer region. Dijkstra algorithm (DA) is used for solving the MEP problem in a sub-network created by several connected paths generated by the walkers.…”
Section: Introductionmentioning
confidence: 99%