Please use this identifier to cite or link to this item: https://ah.lib.nccu.edu.tw/handle/140.119/72841
題名: Unfolding of Multirate Data-Flow Graph to Compute Iteration Bound
作者: 趙玉
Chao, Daniel Yuh
貢獻者: 資管系
關鍵詞: Concurrent Processing; Data Flow Graph (DFG); iteration bound; Petri nets
日期: Apr-2009
上傳時間: 12-Jan-2015
摘要: Parhietal. find the iteration bound (IB) by considering the equivalent single-rate data-flow graph (SRDFG) N’ of N, which is generally an exponential time task and the transformed SRDFG is much larger (grows exponentially) than the MRDFG. Ito et al. proposed a novel algorithm to remove node/edge redundancies taking extra time and memory, but losing schedule information of removed nodes. We propose to reduce the MRDFG in a loop-wise fashion (reduce the nodes/edges in a loop as a whole) with fewer nodes/edges. The scheduling of nodes in the MRDFG can be derived from that of the reduced SRDFG., where one invocation of a node n corresponds to a consecutive number of invocations of n in the MRDFG.
關聯: International Journal of Electrical Engineering (IJEE),16(2),159-170
資料類型: article
DOI: http://dx.doi.org/10.1007/978-3-642-03095-6_44
Appears in Collections:期刊論文

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