Results 121 to 130 of about 3,245 (221)
A survey of s-unital and locally unital rings
We gather some classical results and examples that show strict inclusion between the families of unital rings, rings with enough idempotents, rings with sets of local units, locally unital rings, s-unital rings and idempotent rings.
Patrik Nystedt
doaj
Previous work established the set of square-free integers n with at least one factorization n = p
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Idempotents in symmetric semigroups
AbstractWe count the number of idempotent elements in a certain section of the s symmetric semigroup Sn on n letters. As a corollary of our result we have that every maximal principal right ideal of Sn contains ∑i=1n−1in−i−1(n−2i−1)+(n−1i) idempotent elements.
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Categorical idempotents via shifted 0-affine algebras
We show that a categorical action of shifted 0-affine algebra naturally gives two families of pairs of complementary idempotents in the triangulated monoidal category of triangulated endofunctors for each weight category.
Hsu, You-Hung
core
Heegaard Floer homology for manifolds with torus boundary: properties and examples. [PDF]
Hanselman J, Rasmussen J, Watson L.
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Varieties of idempotents in nonassociative algebras
In this paper, we study the variety of all nonassociative (NA) algebras from the idempotent point of view. We are interested, in particular, in the spectral properties of idempotents when algebra is generic, i.e. idempotents are in general position.
Krasnov, Yakov,, Tkachev, Vladimir,
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The boundary algebra of a GL m -dimer. [PDF]
Andritsch L.
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A Full Nesterov-Todd Step Infeasible Interior-point Method for Symmetric Optimization in the Wider Neighborhood of the Central Path. [PDF]
Lesaja G, Wang GQ, Oganian A.
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Semirings generated by idempotents
We prove that a semiring multiplicatively generated by its idempotents is commutative and Boolean, if every idempotent in the semiring has an orthogonal complement. We prove that a semiring additively generated by its idempotents is commutative, if every
Dolžan, David
core
Grassmannians and Cluster Structures. [PDF]
Baur K.
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