Xiaodi Liu

Prof. Xiaodi Liu

orcid

Research Focus & Metrics

Academic Career Length

14Years (2013-Present)

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

Representative Publications

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1 September 2016 in Information Fusion
Verified
Journal Article
Closed access
SZShitao Zhang
Shitao Zhang
JZJianjun Zhu
Jianjun Zhu
XLXiaodi Liu
Xiaodi Liu
YCYe Chen
Ye Chen

14 June 2024 in Information Sciences
Verified
Journal Article
Closed access
JJJicun Jiang
Jicun Jiang
XLXiaodi Liu
Xiaodi Liu
ZWZengwen Wang
Zengwen Wang
Weiping DingWeiping Ding
Weiping Ding
SZShitao Zhang
Shitao Zhang
HXHao Xu
Hao Xu

14 June 2019 in International Journal for Equity in Health
Verified
Journal Article
Open access
PDF file
ZWZengwen Wang
Zengwen Wang
YCYucheng Chen
Yucheng Chen
TPTianyi Pan
Tianyi Pan
XLXiaodi Liu
Xiaodi Liu
HHHongwei Hu
Hongwei Hu
The inequity of healthcare utilization in rural China is serious, and the urban-rural segmentation of the medical insurance system intensifies this problem. To guarantee that the rural population enjoys the same medical insurance benefits, China began to establish Urban and Rural Resident Basic Medical Insurance (URRBMI) nationwide in 2016. Against this backdrop, this paper aims to compare the healthcare utilization inequity between URRBMI and New Cooperative Medical Schemes (NCMS) and to analyze whether the inequity is reduced under URRBMI in rural China. Using the data from a national representative survey, the China Health and Retirement Longitudinal Study (CHARLS), which was conducted in 2015, a binary logistic regression model was applied to analyze the influence of income on healthcare utilization, and the decomposition of the concentration index was adopted to compare the Horizontal inequity index (HI index) of healthcare utilization among the individuals insured by URRBMI and NCMS. There is no statistically significant difference in healthcare utilization between URRBMI and NCMS, but in outpatient utilization, there are significant differences among different income groups in NCMS; high-income groups utilize more outpatient care. The Horizontal inequity indexes (HI indexes) in outpatient utilization for individuals insured by URRBMI and NCMS are 0.024 and 0.012, respectively, indicating a pro-rich inequity. Meanwhile, the HI indexes in inpatient utilization under the two groups are − 0.043 and − 0.028, respectively, meaning a pro-poor inequity. For both the outpatient and inpatient care, the inequity degree of URRBMI is larger than that of NCMS. This paper shows that inequity still exists in rural areas after the integration of urban-rural medical insurance schemes, and there is still a certain gap between the actual and the expected goal of URRBMI. Specifically, compared to NCMS, the pro-rich inequity in outpatient care and the pro-poor inequity in inpatient care are more serious in URRBMI. More chronic diseases should be covered and moral hazard should be avoided in URRBMI. For the vulnerable groups, special policies such as reducing the deductible and covering these groups with catastrophic medical insurance could be considered.

4 October 2023 in Information Fusion
Verified
Journal Article
Closed access
JJJicun Jiang
Jicun Jiang
XLXiaodi Liu
Xiaodi Liu
ZWZengwen Wang
Zengwen Wang
WDWeiping Ding
Weiping Ding
SZShitao Zhang
Shitao Zhang

28 December 2018 in IEEE Access
Verified
Journal Article
Open access
JWJian Wu
Jian Wu
XLXiaodi Liu
Xiaodi Liu
ZWZeng-Wen Wang
Zeng-Wen Wang
SZShitao Zhang
Shitao Zhang
Decision-makers (DMs) will face severe challenges when selecting optimal alternative for emergency response over multiple time periods. The aim of this paper is to develop a novel dynamic emergency decision-making method with probabilistic hesitant fuzzy information for handling emergencies. Firstly, an approach based on GM(1,1) model for predicting the decision-making information at the next stage is proposed. Secondly, a new probabilistic hesitant fuzzy distance measure based on the hesitant degree of probabilistic hesitant fuzzy element (PHFE) is put forward, and a mathematical programming model to determine the stage weights is established. What’s more, the closeness degree between each alternative and ideal alternative is calculated and the emergency alternatives are ranked on the strength of TOPSIS (Technique for Order Preference by Similarity to an Ideal Solution) method. Moreover, a practical example is used to verify the feasibility and rationality of the proposed method.