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ACDRepo commited on Aug 5

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@@ -28,6 +28,7 @@ and geometry [3]. Suppose \\(\sigma\\) contains at least
 one occurrence of a \\(3412\\) pattern, \\((a_i,a_j,a_k,a_\ell)\\).
 The *height* of \\((a_i,a_j,a_k,a_\ell)\\) is \\(a_i - a_\ell\\). The *mHeight* of
 \\(\sigma\\) is then the minimum height over all \\(3412\\) patterns in \\(\sigma\\).
 ## Dataset

 one occurrence of a \\(3412\\) pattern, \\((a_i,a_j,a_k,a_\ell)\\).
 The *height* of \\((a_i,a_j,a_k,a_\ell)\\) is \\(a_i - a_\ell\\). The *mHeight* of
 \\(\sigma\\) is then the minimum height over all \\(3412\\) patterns in \\(\sigma\\).
+If \\(\sigma\\) contains no \\(3412\\) permutations then the mHeight is set to 0.
 ## Dataset