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Yun Yang

Researcher at Swinburne University of Technology

Publications -  333
Citations -  8834

Yun Yang is an academic researcher from Swinburne University of Technology. The author has contributed to research in topics: Cloud computing & Workflow. The author has an hindex of 43, co-authored 296 publications receiving 6579 citations. Previous affiliations of Yun Yang include Anhui University & University of Auckland.

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Achieving convergence, causality preservation, and intention preservation in real-time cooperative editing systems

TL;DR: A consistency model, with properties of convergence, causality preservation, and intention preservation, is proposed as a framework for consistency maintenance in real-time cooperative editing systems and an integrated set of schemes and algorithms are devised.
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Pantropical Climate Interactions

TL;DR: Advances in the understanding of pantropical interbasin climate interactions are reviewed and their implications for both climate prediction and future climate projections are reviewed.
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A data placement strategy in scientific cloud workflows

TL;DR: A matrix based k-means clustering strategy for data placement in scientific cloud workflows that dynamically clusters newly generated datasets to the most appropriate data centres-based on dependencies-during the runtime stage is proposed.
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A market-oriented hierarchical scheduling strategy in cloud workflow systems

TL;DR: The hierarchical scheduling strategy is being implemented in the SwinDeW-C cloud workflow system and demonstrating satisfactory performance, and the experimental results show that the overall performance of ACO based scheduling algorithm is better than others on three basic measurements: the optimisations rate on makespan, the optimisation rate on cost and the CPU time.
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A Game-Theoretical Approach for User Allocation in Edge Computing Environment

TL;DR: This work proposes EUAGame, a game-theoretic approach that formulates the EUA problem as a potential game and designs a novel decentralized algorithm for finding a Nash equilibrium in the game as a solution to theEUA problem.