Let $\Sigma$ be an alphabet define $L_{\Sigma}$ to be the collection of all infinite languages over $\Sigma$. Then choose the correct from the following:
- $L_{\Sigma}$ is closed under complementation
- $L_{\Sigma}$ is closed under concatenation
- $L_{\Sigma}$ is closed under Kleen closure
- None of the above
answer given as B
what is that infinite language?