Fast algorithms for the computation of sliding sequency-ordered complex hadamard transform
IEEE Transactions on Signal Processing
Adaptive Low Resolution Pruning for fast Full Search-equivalent pattern matching
Pattern Recognition Letters
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This paper proposes a fast algorithm for Walsh Hadamard Transform on sliding windows which can be used to implement pattern matching most efficiently. The computational requirement of the proposed algorithm is about 1.5 additions per projection vector per sample, which is the lowest among existing fast algorithms for Walsh Hadamard Transform on sliding windows.