Chomsky NF or Greibach NF benefits for LR parser?
The point of generating a parser (usually) is to parse: "Analyse (a string or text) into logical syntactic components" (some online dictionary). That's different from simply recognizing that a text is a member of a language. A given language has a variety of grammars which will recognize its sentences, but typically there is a specific grammar which defines the "logical syntactic components" and their relationship to each other, as in the above definition. In real-world applications -- compilers, for example -- one expects an output which is more interesting than simply "the input is/is not a valid program".

In some cases, it is possible to recover the original parse tree from the parse tree generated by parsing a transformed grammar. (This is true for CNF, with the usual transformation strategy.) In other cases (such as GNF, as far as I know), it is annoyingly difficult, making such a transformation of limited use for parsing (as opposed to recognition).

Also, not all grammar transformations preserve LR(k)-ness. In particular, the usual CNF transformation involves refactoring of every production into a series of rules with precisely two non-terminals. This often has the effect of converting an LR(1) grammar into a grammar which is not LR(k) for any k. So that's not much help, either.