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CENTRAL SEPARABLE ALGEBRAS WHICH ARE LOCALLY ENDOMORPHISM RINGS OF FREE MODULES
Bernice L. Auslander
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Deformation Quantization of Hermitian Vector Bundles
, 2000Motivated by deformation quantization, we consider in this paper *-algebras $$\mathcal{A}$$ over rings $$C$$ = $$R$$ (i), where $$R$$ is an ordered ring and I2=−1, and study the deformation theory of projective modules over these algebras carrying ...
H. Bursztyn, S. Waldmann
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Some Properties of Lattice Ordered Rings
Mathematical Notes, 2021N. E. Shavgulidze
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Commutative Monoids, Noncommutative Rings and Modules
New Perspectives in Algebra, Topology and Categories, 2021A. Facchini
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K0 of Semiartinian Von Neumann Regular Rings. Direct Finiteness Versus Unit-Regularity
Algebras and Representation Theory, 2017G. Baccella, Leonardo Spinosa
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Rings all of whose prime serial modules are serial
, 2017M. Behboodi, Z. Fazelpour, M. R. Vedadi
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The Cantor–Bernstein–Schröder theorem via universal algebra
Algebra Universalis, 2019H. Freytes
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