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Associate researcher

Supervisor of Master's Candidates

School/Department:School of Computer Science and Information Engineering

Administrative Position:Associate Professor

Education Level:Postgraduate (Postdoctoral)

Gender:Male

Degree:Doctoral degree

Status:Employed

Alma Mater:Macquarie University

Discipline:Other specialties in Software Engineering
Computer Software and Theory
Computer Applications Technology
Other specialties in Computer Science and Technology

Lei Li

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Gender:Male

Education Level:Postgraduate (Postdoctoral)

Alma Mater:Macquarie University

Paper Publications

Interval-Valued Intuitionistic Fuzzy Decision with Graph Pattern in Big Graph

Journal:IEEE Transactions on Emerging Topics in Computational Intelligence
Abstract:Graph pattern matching (GPM) in big graph has been widely used in decision making, such as expert finding, social group discovery, etc. However, these existing works consider neither the preference of the decision maker (DM), nor the subjectivity of constraints during the process of GPM. Therefore, this paper proposes an interval-valued intuitionistic fuzzy decision (IVIFD) with graph pattern in big graph. As traditionally IVIFD can maximally reduce the uncertainty of decision making and it is only valid for small datasets, which makes it impossible to be applied in big graph. In this paper, GPM is adopted to prune the searching space, which makes it possible to process IVIFD under the preference of the DM later. Technically, firstly, each DM selects the preferred vertices and/or edges in big graph, and the interval-valued intuitionistic fuzzy preference (IVIFP) is calculated and used to form the contextual constraints to conduct GPM. Secondly, a probability-certainty density function is introduced to capture the subjective probability of the contextual preference of subgraphs via the bijection from rating space of the context to preference space of the context, which leads to an interval-valued intuitionistic fuzzy set (IVIFS). In addition to the IVIFS, the IVIFD is made through interval-valued intuitionistic fuzzy cross entropy and grey relation degree. Moreover, the weight problem between different contexts is taken into account and handled respectively as three cases. Finally, numerical experiments and perturbation analysis validate the effectiveness and stability of our proposed method, and verify its necessity and efficiency through ablation experiments.
Co-author:Lan Jiang,Chenyang Bu,Yi Zhu,Xindong Wu
First Author:Lei Li
Indexed by:Journal paper
Volume:6
Issue:5
Page Number:1057-1067
Translation or Not:no
Date of Publication:2022-10-01
Included Journals:SCI
Links to published journals:https://ieeexplore.ieee.org/document/9691281/