2002Unpublished venueRequires access

Aliasing-free error detection (ALFRED)

Krishnendu Chakrabarty, John P. Hayes

Open publisher page 6 citations

Abstract

Aliasing, which is the mapping of a faulty circuit's signature onto the fault-free signature, is a major problem in signature analysis. The authors present a new design technique (ALFRED) for zero aliasing based on the concept of sequence detection. For a test sequence of length n, the length of the signature in ALFRED is Theta (log n). The authors reduce the circuit complexity by adopting a shift-register-like structure that minimizes the logical dependencies of all but one of the flip-flops. They relate the theory of balanced functions to ALFRED, and demonstrate the feasibility of the approach by using it to design a signature analyzer for a carry-lookahead adder.>

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What this paper is about

Aliasing, which is the mapping of a faulty circuit's signature onto the fault-free signature, is a major problem in signature analysis. The authors present a new design technique (ALFRED) for zero aliasing based on the concept of sequence detection. For a test sequence of length n, the length of the signature in ALFRED is Theta (log n). The authors reduce the circuit complexity by adopting a shift-register-like structure that minimizes the logical dependencies of all but one of the flip-flops. They relate the theory of balanced functions to ALFRED, and demonstrate the feasibility of the approach by using it to design a signature analyzer for a carry-lookahead adder.>

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OpenAlex reports 6 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Aliasing, which is the mapping of a faulty circuit's signature onto the fault-free signature, is a major problem in signature analysis. The authors present a new design technique (ALFRED) for zero aliasing based on the concept of sequence detection. For a test sequence of length n, the length of the signature in ALFRED is Theta (log n). The authors reduce the circuit complexity by adopting a shift-register-like structure that minimizes the logical dependencies of all but one of the flip-flops. They relate the theory of balanced functions to ALFRED, and demonstrate the feasibility of the approach by using it to design a signature analyzer for a carry-lookahead adder.>

Key concepts: Aliasing, Signature (topology), Sequence (biology), Computer science, Algorithm, Carry (investment), Linear feedback shift register, Zero (linguistics)

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