We give an overview of publications on partial actions and related concepts, paying main
attention to some recent developments on diverse aspects of the theory, such as partial …

We study the interplay between Steinberg algebras and skew rings: For a partial action of a
group in a Hausdorff, locally compact, totally disconnected topological space, we realize the …

Full article: Leavitt Path Algebras as Partial Skew Group Rings Skip to Main Content Taylor
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SIMPLICITY AND CHAIN CONDITIONS FOR ULTRAGRAPH LEAVITT PATH ALGEBRAS
VIA PARTIAL SKEW GROUP RING THEORY Page 1 SIMPLICITY AND CHAIN …

Let R 0 be a commutative and associative ring (not necessarily unital), G a group and α a
partial action of G on ideals of R 0, all of which have local units. We show that R 0 is maximal …

Free path groupoid grading on Leavitt path algebras Page 1 International Journal of Algebra
and Computation Vol. 26, No. 6 (2016) 1217–1235 c© World Scientific Publishing Company …

Given a partial action π of an inverse semigroup S on a ring 𝒜, one may construct its
associated skew inverse semigroup ring 𝒜⋊ π S. Our main result asserts that, when 𝒜 is …

For a free partial action of a group in a set we realize the associated partial skew group ring
as an algebra of functions with finite support over an equivalence relation and we use this …

We show that if R is a, not necessarily unital, ring graded by a semigroup G equipped with
an idempotent e such that G is cancellative at e, the nonzero elements of eGe form a …

We study relative Cohn path algebras, also known as Leavitt-Cohn path algebras, and we
realize them as partial skew group rings. To do this we prove uniqueness theorems for …