I'm trying to prove some of the properties for the Kleene star operation.
(Σε)* = Σ*
L ⊆ L*
L1 ⊆ L2 implies L1* ⊆ L2*
How do I go about proving these?
I'm trying to prove some of the properties for the Kleene star operation.
(Σε)* = Σ*
L ⊆ L*
L1 ⊆ L2 implies L1* ⊆ L2*
How do I go about proving these?
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