A mistake in the title

Author: ulfarsson

_papers/2023-04-06-foata.md

@@ -1,5 +1,5 @@
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-title: 'Turning cycle restrictions into mesh patterns via Foata's fundamental transformation'
+title: Turning cycle restrictions into mesh patterns via Foata's fundamental transformation
 
 journal: Submitted
 
@@ -10,7 +10,7 @@ authors:
 projects:
 
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-![A tree]({{site.baseurl}}/assets/img/hertz.png){:align="right" height="200px"}
+![A mesh pattern]({{site.baseurl}}/assets/img/hertz.png){:align="right" height="200px"}
     An adjacent q-cycle is a natural generalization of an adjacent
     transposition. We show that the number of adjacent q-cycles in a
     permutation maps to the sum of occurrences of two mesh patterns under