Is this true for every two regular expressions $G$ and $K$?
$(GG + K)^*$ is a subset of $(KGG)^*$ and
$(KGG)^*$ is also a subset of $(GG + K)^*$
Is this true for every two regular expressions $G$ and $K$?
$(GG + K)^*$ is a subset of $(KGG)^*$ and
$(KGG)^*$ is also a subset of $(GG + K)^*$
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