Mengyao Cao
Current Organizations / Institutes
The organizations/institutes from the scholar's latest article
Previous Organizations / Institutes
The organizations / institutes from the scholar's other articles in the past ten years
Research Subjects
Mengyao Cao has a total of 7 co-authors. Here are the top co-authors by number of shared publications:
- Feng Zhu
College of Plant Protection, Yangzhou University, Yangzhou, 225009, China
1 shared publication - Lei Wang
School of Economics and Management, Xi’an University of Posts and Telecommunications, Xi’an 710065, China
1 shared publication - Peng‐Xiang Zhu
Jiangsu Lihua Animal Husbandry Co., Ltd, P.R.China; Yangzhou University, P.R.China
1 shared publication - Qinqin Zhang
State Key Laboratory of Advanced Optical Polymer and Manufacturing Technology, College of Biological Engineering Qingdao University of Science and Technology Qingdao China
1 shared publication - Qiping Zhang
Yale University, New Haven, CT, USA
1 shared publication - Wenyu Zhang
China Aerospace Academy of Systems Science and Engineering, Beijing 100035, China
1 shared publication
Latest Publications
- Open Access
A Two-Stage Large Group Decision-Making Method Based on a Self-Confident Double Hierarchy Interval Hesitant Fuzzy Language
With the development of the cloud computing era, the decision-making environment and algorithm models have become increasingly complex, and traditional decision-making methods have been unable to meet the needs of large group decision-making (LGDM) problems. Firstly, in order to solve this problem, the concept of double hierarchy interval hesitant fuzzy language (DHIHFL) is proposed. Compared with the traditional double hierarchy hesitant fuzzy language (DHHFL), it contains all elements from the lower limit to the upper limit and more comprehensively characterizes the hesitation of language information. Secondly, for LGDM problems, a self-confident double hierarchy interval hesitant fuzzy language (SC-DHIHFL) is developed, and the integration of self-confident degree can better enrich the evaluation information and promote the achievement of group consensus. Thirdly, a new two-stage LGDM method is proposed. The first stage is clustering and grouping and reaching consensus within the group, and the second stage is the integration of LGDM information. The two-stage method contains novel methods such as expert clustering algorithm, subjective and objective comprehensive weight, consensus degree, and deviation weight considering minority opinions. Finally, the proposed LGDM consensus method is applied to a practical LGDM problem, and the effectiveness is verified by comparative analysis with existing methods.
Open AccessA Two-Stage Large Group Decision-Making Method Based on a Self-Confident Double Hierarchy Interval Hesitant Fuzzy Language
With the development of the cloud computing era, the decision-making environment and algorithm models have become increasingly complex, and traditional decision-making methods have been unable to meet the needs of large group decision-making (LGDM) problems. Firstly, in order to solve this problem, the concept of double hierarchy interval hesitant fuzzy language (DHIHFL) is proposed. Compared with the traditional double hierarchy hesitant fuzzy language (DHHFL), it contains all elements from the lower limit to the upper limit and more comprehensively characterizes the hesitation of language information. Secondly, for LGDM problems, a self-confident double hierarchy interval hesitant fuzzy language (SC-DHIHFL) is developed, and the integration of self-confident degree can better enrich the evaluation information and promote the achievement of group consensus. Thirdly, a new two-stage LGDM method is proposed. The first stage is clustering and grouping and reaching consensus within the group, and the second stage is the integration of LGDM information. The two-stage method contains novel methods such as expert clustering algorithm, subjective and objective comprehensive weight, consensus degree, and deviation weight considering minority opinions. Finally, the proposed LGDM consensus method is applied to a practical LGDM problem, and the effectiveness is verified by comparative analysis with existing methods.
- Open Access
- 31 August 2020
- Published by Springer Nature in Journal of Plant Pathology
- Vol. 102 (4) , 1371
First report of natural infection of tomato yellow leaf curl virus on cucumber in China
- 31 August 2020
- Published by Springer Nature in Journal of Plant Pathology
- Vol. 102 (4) , 1371
Open AccessFirst report of natural infection of tomato yellow leaf curl virus on cucumber in China