ISCAS OpenIR
enhanced symbolic simulation of a round-robin arbiter
Li Yongjian; Zeng Naiju; Hung William N. N.; Song Xiaoyu
2011
Conference Name29th IEEE International Conference on Computer Design 2011, ICCD 2011
SourceProceedings - IEEE International Conference on Computer Design: VLSI in Computers and Processors
Pages102-107
Conference DateNovember 9
Conference PlaceAmherst, MA, United states
Indexed TypeEI
ISSN1063-6404
ISBN9781457719523
Department(1) State Key Laboratory of Computer Science Institute of Software Chinese Academy of Sciences Beijing China; (2) Synopsys Inc. Mountain View CA United States; (3) ECE Department Portland State University Portland OR United States
English AbstractIn this work, we present our results on formally verifying hardware design of round-robin arbiter which is the core component in many real network systems. Our approach is enhanced STE, which explores fully symbolic simulation for not only one round of round-robin arbitration, but also the sequential behaviors of the arbiter. Our experiments demonstrate that the enhanced STE specification for real-world hardware design can be finished automatically in a reasonable time and memory usage. © 2011 IEEE.; In this work, we present our results on formally verifying hardware design of round-robin arbiter which is the core component in many real network systems. Our approach is enhanced STE, which explores fully symbolic simulation for not only one round of round-robin arbitration, but also the sequential behaviors of the arbiter. Our experiments demonstrate that the enhanced STE specification for real-world hardware design can be finished automatically in a reasonable time and memory usage. © 2011 IEEE.
KeywordAsynchronous Sequential Logic Computer Simulation Design Hardware
SponsorshipIEEE; IEEE Circuits and Systems Society; IEEE Computer Society
Language英语
Content Type会议论文
URIhttp://ir.iscas.ac.cn/handle/311060/16253
Collection中国科学院软件研究所
Recommended Citation
GB/T 7714
Li Yongjian,Zeng Naiju,Hung William N. N.,et al. enhanced symbolic simulation of a round-robin arbiter[C],2011:102-107.
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