Results 191 to 200 of about 2,804 (226)
Ensuring the functional correctness of a SoC is essential for successful design projects. A proven and effective method from Freescale Semiconductor Australia is to employ software application testing at the pre-silicon simulation stage. This method was formalized and implemented into a Software Application Level Verification Methodology (SALVEM ...
A. Cheng +2 more
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Combining Theorem Proving and Symbolic Trajectory Evaluation in THM&STE
In this paper, we present a tool THM&STE, which combines theorem proving with symbolic trajectory evaluation. With the help of theorem proving, a large property is decomposed into smaller properties, which can be handled directly by running STE. Besides the support of decomposition by the classical STE laws, some novel techniques such as simplification
Yongjian Li +3 more
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Summary form only given. We describe the use of symmetry for verification of transistor-level circuits by symbolic trajectory evaluation (STE). We present a new formulation of STE which allows a succinct description of symmetry properties in circuits. Symmetries in circuits are classified as structural symmetries, arising from similarities in circuit ...
M. Pandey, R.E. Bryant
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Explaining Symbolic Trajectory Evaluation by Giving It a Faithful Semantics
Symbolic Trajectory Evaluation (STE) is a formal verification technique for hardware. The current STE semantics is not faithful to the proving power of existing STE tools, which obscures the STE theory unnecessarily. In this paper, we present a new closure semantics for STE which does match the proving power of STE model-checkers, and makes STE easier ...
Jan-Willem Roorda, Koen Claessen
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Automatic Abstraction Refinement for Generalized Symbolic Trajectory Evaluation
Yan Chen, Yujing He, Fei Xie, Jin Yang
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For verifying complex sequen tialbloc ks such as microprocessor embedded arrays, the formal method of symbolic trajectory ev aluation (STE) has achieved great success in the past [[3], [5], [6]]. P ast STE methodology for arrays requires manual creation of “assertions” to which both the RTL view and the actual design should be equivalent. In this paper,
Li-C. Wang +2 more
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L.-C. Wang +2 more
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Combining Symmetry Reduction with Generalized Symbolic Trajectory Evaluation
Y. Li, N. Zeng, W. N. N. Hung, X. Song
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