| changeset 525 | e5a004ffa681 | 
| parent 498 | cd2d192775a4 | 
| child 577 | 1d6043a87a3e | 
--- a/hws/hw04.tex Thu Oct 19 11:04:43 2017 +0100 +++ b/hws/hw04.tex Thu Oct 19 13:15:22 2017 +0100 @@ -11,7 +11,7 @@ \begin{enumerate} \item If a regular expression $r$ does not contain any occurrence of $\ZERO$, -is it possible for $L(r)$ to be empty? +is it possible for $L(r)$ to be empty? Explain why, or give a proof. \item Define the tokens and regular expressions for a language consisting of numbers, left-parenthesis $($, right-parenthesis $)$,