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5篇 您的检索式:作者名="Wanpracha"
    题名 作者 年代 出处 被引量
1Airline Disruption Management:A Review of Models and Solution Methods显示文摘The normal operation of aircraft and flights can be affected by various unpredictable factors,such as severe weather,airport closure,and corrective maintenance,leading to disruption of the planned schedule.When a disruption occurs,the airline operation control center performs various operations to reassign resources(e.g.,flights,aircraft,and crews)and redistribute passengers to restore the schedule while minimizing costs.We introduce different sources of disruption and corresponding operations.Then,basic models and recently proposed extensions for aircraft recovery,crew recovery,and integrated recovery are reviewed,with the aim of providing models and methods for different disruption scenarios in the practical implementation of airlines.In addition,we provide suggestions for future research directions in these topics.Yi Su Kexin Xie Hongjian Wang Zhe Liang Wanpracha Art Chaovalitwongse Panos M.Pardalos 2021Engineering2021,7,4:3
2Airline planning and scheduling: Models and solution methodologies显示文摘The airline industry is a representative industry with high cost and low profitability.Therefore,airlines should carefully plan their schedules to ensure that overall profit is maximized.We review the literature on airline planning and scheduling and focus on mathematical formulations and solution methodologies.Our research framework is anchored on three major problems in the airline scheduling,namely,fleet assignment,aircraft routing,and crew scheduling.General formulation,widely used solution approaches,and important extensions are presented for each problem and integrated problems.We conclude the review by identifying promising areas for further research.Lei ZHOU Zhe LIANG Chun-An CHOU Wanpracha Art CHAOVALITWONGSE 2020Frontiers of Engineering Management2020,7,1:3
3On the time series k-nearest neighbor classification of abnormal brain aetivity显示文摘WANPRACHA A C YA-JU F RAJESH C 2007IEEE Transactions on Systems2007,37,6:1
4A new linearization technique for multi quadratic 0 1 programming problems显示文摘Wanpracha C Pardlos P M Prokopyev O A 2004Operation Research Letters2004,31,:1
5A new linearization technique for multi-quadratic 0–1 programming problems显示文摘Wanpracha Chaovalitwongse Panos M Pardalos Oleg A Prokopyev 2004Operations Research Letters2004,,6:1
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