In the context of languages (not grammars), I know following:

- $ LL(0) \subset LL(1) \subset LL(2) \subset \cdots \subset LL(k)$
- $ LR(0) \subset SLR(1) = LALR(1) = LR(1) = SLR(k) = LALR(k) = LR(k)$
- $ LL(0)\subset LR(0)$
- $ LL(n)\subset LR(1)$ for all $ n$ ‘s

How does $ LL(n)$ languages compare with $ LR(0)$ , for $ n>1$ ?