A new class of Wilf-equivalent permutations (Q1604771)

For any positive integer \(m\), let \(S_m\) denote the set of all permutations of length \(m\). The authors establish a new class of Wilf-equivalent permutation patterns, namely, \((n-1,n-2,n,\tau)\sim (n-2,n,n-1, \tau)\) for any \(\tau\in S_{n-3}\).