首页|基于分形理论的国内旅游收入规模结构研究——以吉林省为例

基于分形理论的国内旅游收入规模结构研究——以吉林省为例

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旅游经济是我国国民经济的重要组成部分,旅游系统结构合理与否直接影响其产业发展速度,关系到区域旅游的协调发展和区域经济的可持续发展.吉林省国内旅游收入规模分布基本遵循Zipf法则,规模结构由覆盖全域的单分形演化为局部单分形,收入规模较为集中,首位度明显,呈不规则的Pareto模式;吉林省国内旅游收入规模变差从2007年开始出现大幅度的下降,但在2019年出现了大幅度上升;无标度区覆盖的城市范围呈缩小趋势,国内旅游收入规模结构逐渐退化.因此,吉林省应基于可持续发展的理念对全省旅游规模进行系统研究,对全省各地的旅游资源进行统一规划指导,推动旅游产业总收入持续增加.
Study on the Variation of Scale Structure of Domestic Tourism Income Based on Fractal Theory
Tourism industry is an important part of national economy.Whether the structure of tourism system is reasonable or not directly affects its reasonable development direction,and that is related to the coordinated devel-opment of regional tourism and the sustainable development of regional economy.This paper studies the variation of scale structure of tourism income in Jilin province based on Zipf law in recent 15 years.The results indicate that the scale structures of domestic tourism income in Jilin province satisfy Zipf law in each year.The income scale is rela-tively concentrated,and the primacy index is obvious.The spatial fractal of domestic tourism income varies from single fractal including almost the whole region to local single fractal.The spatial fractal of domestic tourism income accords with the Irregular Pareto distribution well.The variation of scale structures of tourism income in Jilin Prov-ince began to decline significantly from 2007,and increased significantly in 2019.The urban scope covered by the scale-free zone shows a shrinking trend,and the scale structure of domestic tourism revenue gradually degrades.Therefore,Jilin Province should systematically study the scale of tourism from the perspective of sustainable devel-opment,make unified planning and guidance for tourism resources in all parts of the province,and promote the con-tinuous increase of the total revenue of tourism industry.

Zipf LawDomestic Tourism IncomeJilin Province

李秀玲、高鹤

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吉林财经大学应用数学学院,吉林长春 130117

Zipf法则 国内旅游收入 吉林省

吉林省社会科学基金吉林财经大学重点项目

2022B712022ZD003

2024

税务与经济
吉林财经大学

税务与经济

CSTPCDCHSSCD北大核心
影响因子:0.801
ISSN:1004-9339
年,卷(期):2024.(1)
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