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authorGregor Kleen <gkleen@yggdrasil.li>2016-04-22 20:34:15 +0200
committerGregor Kleen <gkleen@yggdrasil.li>2016-04-22 20:34:15 +0200
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11)
2
3| $\in$ | $L$ | $L^+$ | $L^\ast$ | $L^\ast\{c\}^+$ |
4|-----------:+:------:+:------:+:----------:+:-----------------:|
5| $\epsilon$ | $\bot$ | $\bot$ | $\top$ | $\bot$ |
6| $ab$ | $\top$ | $\top$ | $\top$ | $\bot$ |
7| $abc$ | $\bot$ | $\bot$ | $\bot$ | $\top$ |
8| $bcab$ | $\bot$ | $\top$ | $\top$ | $\bot$ |
9| $bcabbc$ | $\bot$ | $\top$ | $\top$ | $\bot$ |
10
112)
12
13| $\in$ | $R$ | $R^+$ | $R^\ast$ |
14|---------:+:------:+:------:+:--------:|
15| $(3,3)$ | $\bot$ | $\bot$ | $\top$ |
16| $(3,6)$ | $\top$ | $\top$ | $\top$ |
17| $(3,18)$ | $\bot$ | $\bot$ | $\bot$ |
18| $(3,24)$ | $\bot$ | $\top$ | $\top$ |
19
205) a) $\{(S, b), (aS, aaS), (b, ab), (ab, aab\}$
21 b) $\{(S, b), (S, aaab), (aS, aaaaS), (b, aaab), (b, aaaab), (aab, aaaab)\}$
22 c) $\{ a^n S^x b^{\lnot x} \mid x \in \{0, 1\} \land n \in \N \}$, wobei $\lnot 0 = 1$ und $\lnot 1 = 0$
23 d) $L(G) = \{ a^nb \mid n \in \N \}$