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Youjia Chen
Researcher at Fuzhou University
Publications - 29
Citations - 525
Youjia Chen is an academic researcher from Fuzhou University. The author has contributed to research in topics: Computer science & Belief propagation. The author has an hindex of 7, co-authored 14 publications receiving 432 citations. Previous affiliations of Youjia Chen include University of Sydney.
Papers
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Distributed Caching for Data Dissemination in the Downlink of Heterogeneous Networks
TL;DR: The proposed distributed BP algorithm has a near-optimal delay performance, approaching that of the high-complexity exhaustive search method; the modified BP offers a good delay performance at low communication complexity; both the average degree distribution and the outage upper bound analysis relying on stochastic geometry match well with the authors' Monte-Carlo simulations.
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Probabilistic Small-Cell Caching: Performance Analysis and Optimization
TL;DR: This paper studies a probabilistic small-cell caching strategy, where each SBS caches a subset of contents with a specific caching probability, and derives theoretical results of this successful download probability (SDP) using stochastic geometry theory.
Posted Content
Distributed Caching for Data Dissemination in the Downlink of Heterogeneous Networks
TL;DR: In this article, a distributed caching optimization algorithm via belief propagation (BP) for minimizing the downloading latency is proposed, where the authors derive the delay minimization objective function and formulate an optimization problem.
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Joint User Association and Resource Allocation in the Downlink of Heterogeneous Networks
TL;DR: This paper proposes a novel belief propagation (BP) algorithm to jointly optimize user association, subchannel assignment, and power allocation in heterogeneous cellular networks with randomly deployed small-cell base stations.
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User Association With Unequal User Priorities in Heterogeneous Cellular Networks
TL;DR: This paper develops a factor graph model, using the network topology, and proposes a novel distributed BP algorithm, which theoretically proves the existence of the fixed point in the BP algorithm.