作者: Hong Gao , Xiaolin Fang , Jianzhong Li , Yingshu Li
关键词: Interval (mathematics) 、 Approximation algorithm 、 Theoretical computer science 、 Computer science 、 Online algorithm 、 Dynamic programming 、 Optimization problem 、 Application sharing 、 Time complexity 、 Mathematical optimization 、 Wireless sensor network
摘要: Data sharing for data collection among multiple applications is an efficient way to reduce communication cost Wireless Sensor Networks (WSNs). This paper the first work introduce interval problem which investigate how transmit as less possible over network, and meanwhile transmitted satisfies requirements of all applications. Different from current studies where each application requires a single sampling during task, we study continuous in task. The proposed nonlinear nonconvex optimization problem. In order lower high complexity solving resource restricted WSNs, 2-factor approximation algorithm whose time $O(n^{2})$ memory $O(n)$ provided. A special instance this also analyzed. can be solved with dynamic programming polynomial time, gives optimal result complexity. Three online algorithms are provided process continually coming tasks. Both theoretical analysis simulation results demonstrate effectiveness algorithms.