Wuliang Peng

Prof. Wuliang Peng


Research Focus & Metrics

Academic Career Length

6Years (2021-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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2 June 2021 in Annals of Operations Research
Verified
Journal Article
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WPWuliang Peng
Wuliang Peng
JLJiali Lin
Jiali Lin
JZJingwen Zhang
Jingwen Zhang
LCLiangwei Chen
Liangwei Chen

16 May 2022 in IEEE Access
Verified
Journal Article
Open access
WPWuliang Peng
Wuliang Peng
GJGuangmin Jia
Guangmin Jia
WPWuliang Peng
Wuliang Peng
In the process of project implementation, the deviation usually exists between the actual scheduling process and the predefined schedule. A typical situation is that the project cannot be executed according to the generated schedule due to the uncertainty of resource supply. In this case, it is necessary to adjust the schedule to achieve the lowest possible cost and the shortest possible duration. This paper studies the reactive scheduling problem under the condition of resource uncertainty. Under the constraints of precedence relationship and resources, a novel bi-objective reactive project scheduling problem with the objectives of minimizing project duration and minimizing adjustment cost is proposed. Besides, the regret-based biased random sampling heuristic algorithm (RBRSA), a heuristic algorithm based on multiple priority rules, is presented to solve the presented bi-objective reactive scheduling problem. In addition, the advantages and disadvantages of the priority rules thus retained are compared. Moreover, we further investigate the combinations of different parameter values of RBRSA and schedule generating schemes (SGS). When the parameter value is set at an appropriate value, the priority rules LST and LFT are the best two in RBRSA if the serial scheduling generation scheme (SSGS) is adopted. When the priority rules of LST or LFT are adopted in RBRSA, the parameter values of RBRSA should be set at other values if the parallel scheduling generation scheme (PSGS) is adopted. Computational experiments show that the presented bi-objective reactive project scheduling method is efficient and practical.

19 April 2021 in Memetic Computing
Verified
Journal Article
Closed access
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WPWuliang Peng
Wuliang Peng
JMJianhui Mou
Jianhui Mou
LCLiangwei Chen
Liangwei Chen
JLJiali Lin
Jiali Lin

16 September 2022 in Flexible Services and Manufacturing Journal
Verified
Journal Article
Closed access
PDF file
WPWuliang Peng
Wuliang Peng
XLXuejun Lin
Xuejun Lin