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An Effective Cube Comparison Method For Discrete Spectral Transformations Of Logic Functions, Ingo SchäFer
An Effective Cube Comparison Method For Discrete Spectral Transformations Of Logic Functions, Ingo SchäFer
Dissertations and Theses
Spectral methods have been used for many applications in digital logic design, digital signal processing and telecommunications. In digital logic design they are implemented for testing of logical networks, multiplexer-based logic synthesis, signal processing, image processing and pattern analysis. New developments of more efficient algorithms for spectral transformations (Rademacher-Walsh, Generalized Reed-Muller, Adding, Arithmetic, multiple-valued Walsh and multiple-valued Generalized Reed- Muller) their implementation and applications will be described.