Hi, I'm Lin Zhou 👋

Lin Zhou

Hi, I'm Lin Zhou 👋

This is my personal website

ABOUT ME

Research Interests

Education Background

I completed my Ph.D. in 2024 at the Technical University of Munich, Germany, supervised by Prof. Walter Timo de Vries. I was a visiting scholar at Cambridge Centre for Environment, Energy and Natural Resource Governance (C-EENRG), University of Cambridge, United Kingdom for one year, working with Prof. Andreas Kontoleon. I got a M.Sc. degree from Peking University, China.

Research Interest

My research interests include Land Management, Commons Governance, Computational Social Science, Policy Analysis, Multi-stakeholder Interest Game, Spatial Equity, and Megaregion and City Network.

Research Interests
Research Interests

Doctoral Thesis

My doctoral thesis focuses on how stakeholders collectively treat and manage the land in land management practice, and explores voluntary collective action to develop more effective policies to avoid inequality and informality. On the technical front, I specialize in the technical application of sociological insights to land management.

Publications

With a publication record of 16 peer-reviewed articles, 4 manuscripts in the second round of revision, 4 with the editor, and 3 paper drafts, my academic journey in Land Management and Geospatial Science has been marked by a dedication to advancing the understanding of land marketization, urbanization, and complex city networks.

Publication
Research Interests

Research Experiences

I have presented at over a dozen peer-reviewed conferences, served as a peer reviewer for several academic journals, and am a member of multiple professional and scholarly affiliations.

Awards & Honors

My commitment to academic excellence and research has been recognized through numerous prestigious awards, including being named among the Top Ten Students of my university, an honor bestowed on only the top 0.1%, and receiving the National Scholarship, awarded to the top 0.3%. I enjoy swimming, road trips, and any activities related to logical mystery and deduction.

Publication