Research and Solution of Educational Inequality in Rural Areas - Based on Gini Coefficient Analysis

Authors

  • Jie Li

DOI:

https://doi.org/10.54691/bcpbm.v41i.4451

Keywords:

Education Inequality; rural area; Gini coefficient analysis.

Abstract

Based on the Gini Index of educational inequality, China's educational development level is progressing steadily and remarkable achievements have been made. However, the gap between urban and rural education has been expanding, and the gap between urban and rural education development has become the most important factor affecting the educational inequality of the country and provinces. Based on the consideration of history, gender, family income and other factors as well as case analysis, this paper proposes the following solutions: (1) Make full use of the Internet and other information resources in the teaching process; (2) Rural children can conduct reasonable exchanges and visits to urban children; (3) Matching urban and rural assistance; (4) Increase the attraction of voluntary education. Although nowadays, rural education and higher education in China become more and more popular but education inequality exists in detail. Moreover, solutions should be put into effect multiaspectly. In the process of urban and rural development, the study of educational inequality is conducive to solving the mental health problems of rural students and urban students. It can also improve the ability of rural students and urban students to live independently outside and adapt to the environment, so as to reduce the living economic cost as much as possible and enlarge the social benefits at the same time.

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References

Geng L L. Research on equity of expenditure per student in Basic education in China -- Based on Gini Coefficient and Theil Index. Journal of East China Normal University (Educational Science Edition), 202, and 40(01): 60-73.

Sun Baicai. Measuring educational equality in China in the past 30 years of reform and opening up: An empirical analysis based on educational Gini Coefficient. Educational Research, 2009, (01): 12-18.

Meng Dahu. Xu C X. Education expansion and the change of educational inequality in China: Based on the Education Gini Coefficient. Journal of Hangzhou Normal University (Social Science Edition), 202, and 44(01):50-60.

Zhang Shuqing. Tagore's Criticism of Indian Caste System. Chinese Teaching Communication. D (Academic Journal), 2013, (03):95-96.

MBA Think Tank Encyclopedia, Gender-Related development Index, GDI, on July 26, on January 12, 2023, https://wiki.mbalib.com/wiki/%E6%80%A7%E5%88%AB%E5%8F%91%E5%B1%95%E6%8C%87%E6%95%B0

Nie Jiang. Educational Inequality measured by Gini Coefficient and an empirical study of China. Market and Population Analysis, 2006, (04):42-47.

Wang Shurong; Hua Fang. Peters' Principle of Educational Equality and its evaluation criteria. Social Science Front, 2020, (05):233-241.

The sound of the Yellow River, The lost primary school in rural areas withdrawal and consolidation of scools, on August 17, 2020, on January 12, 2023, https://view.inews.qq.com/k/20200817A0PCZZ00?web_channel=wap&openApp=false&f=newdc

Daniel Garza, How to fix unequal distribution of education resources, on January 18, 2022, on January 12, 2023, https://www.reimaginedonline.org/2022/01/how-to-fix-unequal-distribution-of-education-resources/

Li Jihong; Wan Qingqing; Lu Xiaojing; Yang LAN; Zeng Haijun. Development Direction and Suggestions of Education informationization Oriented to Modernization -- Policy thinking triggered by China's Education Modernization 2035. China Distance Education, 2021, (04):21-30.

Wu Chunhua. Discussion on the path of English support teaching in rural middle Schools. Yunnan Education (Middle School Teachers), 2021, (12):7-9.

Ren L Chan. Reform of Teacher Education -- the Mode of "Volunteer Teaching Practice" [C]. Shanxi Normal University, 2009.

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Published

2023-03-17

How to Cite

Li, J. (2023). Research and Solution of Educational Inequality in Rural Areas - Based on Gini Coefficient Analysis. BCP Business & Management, 41, 329-334. https://doi.org/10.54691/bcpbm.v41i.4451