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Lun Wu

Researcher at Peking University

Publications -  76
Citations -  1436

Lun Wu is an academic researcher from Peking University. The author has contributed to research in topics: Submandibular gland & Geographic information system. The author has an hindex of 19, co-authored 73 publications receiving 1119 citations.

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Intra-urban human mobility and activity transition: evidence from social media check-in data.

TL;DR: This research combines activity-based analysis with a movement-based approach to model the intra-urban human mobility observed from about 15 million check-in records during a yearlong period in Shanghai, China, and shows that the simulated patterns fit the observed data well.
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Towards Estimating Urban Population Distributions from Mobile Call Data

TL;DR: The empirical findings indicate that the Erlang is a defective indicator of population distribution, whereas the number of calls serves as a better measure and this research provides an explicit clarification with respect to using call activity data for estimating population distribution.
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Social sensing from street-level imagery: A case study in learning spatio-temporal urban mobility patterns

TL;DR: The study shows that street-level imagery, as the counterpart of remote sensing imagery, provides an opportunity to infer fine-scale human activity information of an urban region and bridge gaps between the physical space and human space.
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Street as a big geo-data assembly and analysis unit in urban studies: A case study using Beijing taxi data

TL;DR: Wang et al. as discussed by the authors explored the spatio-temporal patterns of urban mobility on streets, cluster streets into nine types based on their dynamic functions and capacities, and investigate the possibility of uncovering urban communities using streets, and point out the complexity of streets.
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Towards a General Field model and its order in GIS

TL;DR: In this paper, the properties of G‐Field models, including domain, range, and categorization, are discussed and a descriptive framework for G‐ field models is proposed.