Abstract
Abstract The Walsh-Hadamard Transform is an important signal transform that converts real input to real output, and it has found applications in many signal processing tasks. The Cosine Integer Transform is a recently developed transform and it shares the real-to-real conversion property of the Walsh-Hadamard Transform. Although these two transforms have different kernels, there exist relations between the two transforms. This paper attempts to study and mathematically formalize these relations.
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