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Qixiu Cheng

Researcher at Southeast University

Publications -  36
Citations -  635

Qixiu Cheng is an academic researcher from Southeast University. The author has contributed to research in topics: Computer science & Congestion pricing. The author has an hindex of 7, co-authored 21 publications receiving 278 citations. Previous affiliations of Qixiu Cheng include Hong Kong Polytechnic University.

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Congestion pricing practices and public acceptance: A review of evidence

TL;DR: In this paper, the authors provide a comprehensive overview of the area-based congestion pricing practices and an in-depth analysis of public acceptance is presented using a qualitative case study approach, with the objective of improving public acceptance of congestion pricing.
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Robust optimization of distance-based tolls in a network considering stochastic day to day dynamics

TL;DR: A two-phase artificial bee colony algorithm is developed to solve the proposed minimax regret model, of which the first phase solves the minimal expected total travel cost for each day and the second phase handles the minimax robust optimization problem.
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A tailored machine learning approach for urban transport network flow estimation

TL;DR: A tailored machine learning approach is developed, including a tangible multi-grained scanning ensemble learning model and a novel two-stage zero-shot learner to estimate traffic flow on a single link with both filtered CL data, extracted spatio-temporal traffic features, and LPR data.
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Surrogate-based simulation optimization approach for day-to-day dynamics model calibration with real data

TL;DR: This paper calibrates and validates the route-based day-to-day dynamics model with the real-world license plate recognition (LPR) data, and adopts the kriging metamodel to surrogate the optimization function of the calibration process.
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An s-shaped three-parameter (S3) traffic stream model with consistent car following relationship

TL;DR: In this article, a new s-shaped three-parameter (S3) traffic flow model is proposed to represent the relationships between three fundamental variables (i.e., flow, speed, and density) in highway traffic.