Q: Is every formula of $L_\Omega$ equivalent to a formula of $L_1$ modulo $T_1$?
The notation comes from the following question: Is the following theory countably axiomatizable?
Edit: I mean $T_\Omega$.
Q: Is every formula of $L_\Omega$ equivalent to a formula of $L_1$ modulo $T_1$?
The notation comes from the following question: Is the following theory countably axiomatizable?
Edit: I mean $T_\Omega$.