| Summary: | Haar transform is known to have the smallest
computational requirement with a considerable interest and
attraction drawn towards its spectral properties of Boolean
functions. This paper presents Haar transform of Linear
Boolean functions, where by the discussion is based on the
transformation from the Boolean domain to the Haar domain.
The resulting spectrum is given with the corresponding
calculations presented, while the analysis of the respective
spectral coefficients and their general properties being explored. Furthermore, the general formulation and/or equation derivation for the transformation is introduced.
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