 After all, the statement “\(\#F = \#G\)” is analyzable in a manner analogous to the way we analyzed “\(\epsilon F = \epsilon G\)” in the previous section, where we used Russell’s theory of description to analyze the sentence (L) as the sentence (D). Following that pattern, we take the primitive notion \(\mathit{Numbers}(x,F)\) and analyze \(\#F = \#G\) as: