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Baer-Type Ring Characterizations of Steinberg Algebras, with Applications to Leavitt Path Algebras
We extend the theory of Baer, Rickart, and their local, graded, and $*$-analogues for Steinberg algebras. First, we prove that positive definiteness passes from the coefficient field to the Steinberg algebra, and that this, together with graded von Neumann regularity, characterized by Steinberg and
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