2018
DOI: 10.1111/mice.12405
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Roadway Asset Inspection Sampling Using High‐Dimensional Clustering and Locality‐Sensitivity Hashing

Abstract: A high-dimensional clustering-based sampling method for roadway asset condition inspection is proposed in this study. The method complements existing literature by selecting sample roadway segments that contain multiple types of assets (e.g., signage, shoulder work, pavement marking, etc.) for the accurate estimation of their respective level of maintenance (LOMs). This is consistent with the standard maintenance procedure as inspection activities are often conducted on roadway segment basis. The proposed me… Show more

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Cited by 11 publications
(3 citation statements)
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References 37 publications
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“…Model [P] is challenging to solve because it has complex nonlinear constraints () and () and cannot be solved by off‐the‐shelf solvers (Adeli & Karim, 2014; García‐Nieves, Ponz‐Tienda, Salcedo‐Bernal, & Pellicer, 2018; Jiang & Adeli, 2003; Tang, Liu, Wang, Sun, & Kandil, 2018; Wang, Yan, & Qu, 2019; Xie, Lei, & Ouyang, 2018). One approach is to apply nonlinear optimization methods (Arcaro & Adeli, 2019; Bie, Xiong, Yan, & Qu, 2020; Z. Chen & Liu, 2019; Pu et al., 2019; Qu, Yu, Zhou, Lin, & Wang, 2020; Zavadskas, Antucheviciene, Turskis, & Adeli, 2016; Zavadskas, Antucheviciene, Vilutiene, & Adeli, 2018; Zhang et al., 2019; Zhou, Yu, & Qu, 2020), such as Newton method or quasi‐Newton method (Branam, Arcaro, & Adeli, 2019), but they do not guarantee global optimality. Another approach is to use metaheuristics, such as neural networks (Adeli & Karim, 1997; Rokibul Alam, Siddique, & Adeli, 2019), spider monkey optimization (Akhand, Ayon, Shahriyar, Siddique, & Adeli, 2020), and particle swarm optimization (Hossain, Akhand, Shuvo, Siddique, & Adeli, 2019), but these methods do not even guarantee local optimality.…”
Section: Solution Methodsmentioning
confidence: 99%
“…Model [P] is challenging to solve because it has complex nonlinear constraints () and () and cannot be solved by off‐the‐shelf solvers (Adeli & Karim, 2014; García‐Nieves, Ponz‐Tienda, Salcedo‐Bernal, & Pellicer, 2018; Jiang & Adeli, 2003; Tang, Liu, Wang, Sun, & Kandil, 2018; Wang, Yan, & Qu, 2019; Xie, Lei, & Ouyang, 2018). One approach is to apply nonlinear optimization methods (Arcaro & Adeli, 2019; Bie, Xiong, Yan, & Qu, 2020; Z. Chen & Liu, 2019; Pu et al., 2019; Qu, Yu, Zhou, Lin, & Wang, 2020; Zavadskas, Antucheviciene, Turskis, & Adeli, 2016; Zavadskas, Antucheviciene, Vilutiene, & Adeli, 2018; Zhang et al., 2019; Zhou, Yu, & Qu, 2020), such as Newton method or quasi‐Newton method (Branam, Arcaro, & Adeli, 2019), but they do not guarantee global optimality. Another approach is to use metaheuristics, such as neural networks (Adeli & Karim, 1997; Rokibul Alam, Siddique, & Adeli, 2019), spider monkey optimization (Akhand, Ayon, Shahriyar, Siddique, & Adeli, 2020), and particle swarm optimization (Hossain, Akhand, Shuvo, Siddique, & Adeli, 2019), but these methods do not even guarantee local optimality.…”
Section: Solution Methodsmentioning
confidence: 99%
“…Due to the lack of data, physical deterioration models for infrastructure assets are still not common, especially for underground facilities. To solve this issue, researchers have developed various techniques of data collection for infrastructure, e.g., Cha et al [2], Yang et al [3], Li et al [4], Chen and Liu [5], Nayyeri et al [6].…”
Section: Introductionmentioning
confidence: 99%
“…However, as a result of the limited spatial coverage of loop detectors and the quality issues with the data (for example, inconsistency and missing values), the identification results are compromised. To improve the identification results, methods to refine loop detector data and the application of new data sources in bottleneck identification have been studied intensively (11)(12)(13)(14)(15)(16)(17)(18)(19)(20). Tang et al (11) proposed a fusing method that identifies bottlenecks based on loop detector data of multiple temporal granularities.…”
mentioning
confidence: 99%