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The text coloring between matched $ signs is occasionally incorrect
Expected behavior
text between $ signs is colored red
Actual behavior
text from some point onwards is colored red
Code example
Thus given a well-formed formula $\alpha$ and a truth assignment $v$, we can decide whether $\bar v(\alpha)$ is equal to $T$ or $F$. This is the semantic meaning of a well-formed formula $\alpha$: if we know the truth values of the propositional symbols then we can derive the truth value of $\alpha$ itself. Typically, different truth assignments will give rise to different truth values for $\alpha$.
Result
Removing the closing bracket at the cursor changes the coloring back to what is expected.
The text was updated successfully, but these errors were encountered:
Summary
The text coloring between matched $ signs is occasionally incorrect
Expected behavior
text between $ signs is colored red
Actual behavior
text from some point onwards is colored red
Code example
Result
Removing the closing bracket at the cursor changes the coloring back to what is expected.
The text was updated successfully, but these errors were encountered: