At a candidate u, with Roy's strong six exponentials theorem as hypothesis: for distinct non-zero algebraic a₁, a₂, u/(u² − a₁) and u/(u² − a₂) are not both in ℒ̃

Initializing...

At a candidate u, with Roy's strong six exponentials theorem as hypothesis: for distinct non-zero algebraic a₁, a₂, u/(u² − a₁) and u/(u² − a₂) are not both in ℒ̃ · Prove2Me