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The strong $\pi$ -regularity conjecture for pseudo $\pi$ -polar $\pi$ -UU rings
Let $R$ be a ring. A ring is pseudo $\pi$ -polar if it satisfies the pseudo $\pi$ -polar condition, and $\pi$ -UU if every unit $u\in U(R)$ has $1-u^n\in J(R)$ for some integer…
opendrazin-inverses regular-rings ring-theory
07

The strong π\piπ-regularity conjecture for pseudo π\piπ-polar π\piπ-UU rings