Results 231 to 240 of about 47,300 (274)
Abstract Research Summary We study an important, but largely overlooked, non‐market strategy used by firms in the enforcement stage of policy: “snitching,” that is, providing intelligence about potential violations of their rivals in an attempt to persuade regulators to fine them.
Benjamin Barber IV +2 more
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This study demonstrates tunable photovoltaic responses in pure, polycrystalline BiFeO3 thin films, controlled by external electric and magnetic fields. By aligning ferroelectric domains and leveraging magnetoelectric coupling, the photogeneration is amplified up to seven times.
Luciano Cardoso Dias +14 more
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Hydrogen‐based direct reduced iron (H‐DRI) melts differently from scrap and carbon‐bearing DRI. This work combines differential scanning calorimetry experiments, FactSage thermodynamics, and simple composition‐based regression to predict solidus, liquidus, heat capacity, and enthalpy for H‐DRI.
Ankur Agnihotri +3 more
wiley +1 more source
Computational workflows for natural and biomedical image processing based on hypercomplex algebras. [PDF]
Valous NA +14 more
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Growth functions of lie algebras associated with associative algebras
Journal of Algebra and Its Applications, 2021Let [Formula: see text] be a finitely generated associative algebra over a field [Formula: see text] of characteristic [Formula: see text] and let [Formula: see text] be its associated Lie algebra. In this paper, we investigate relations between the growth functions of [Formula: see text] and the Lie algebra [Formula: see text].
Alahmadi, Adel, Alharthi, Fawziah
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Associative algebras and universal enveloping algebras associated to VOAs
Journal of Algebra, 2020Let \((V, Y, \mathbf{1}, \omega)\) be a vertex operator algebra. If \(g\) is an isomorphism of \(V\) of finite order \(T\), then an admissible \(g\)-twisted \(V\)-module \(M\) is a \((1/T)\mathbb{Z}_+\)-graded module \(M = \bigoplus_{n \in (1/T)\mathbb{Z}_+} M_i\) equipped with a map \(V \to \text{End}[[z^{1/T}, z^{-1/T}]]\) satisfying some relations ...
Han, Jianzhi, Xiao, Yukun
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On Graded Associative Algebras
Reports on Mathematical Physics, 2012For an arbitrary field \(\mathbb K\), the author considers an associative \(\mathbb K\)-algebra \(\mathfrak A\) which is graded by an Abelian group \(G\) and has symmetric support. It is shown that these algebras have a decomposition of the form \(\mathfrak A=U+\sum_jI_j\), where \(U\) is a subspace of \(\mathfrak A_1\) and the \(I_j\) are certain ...
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Mathematical Notes, 2014
An associative \(n\)-tuple algebra \(A\) over a field \(k\) is a multilinear algebra in the sense of A. G. Kurosh with a finite set of bilinear multiplications \(\bullet_1,\ldots,\bullet_n\) such that \((a\bullet_rb)\bullet_sc=a\bullet_r(b\bullet_sc)\) for all \(a,b,c\in A\). The main example is an associative algebra \(A\) with a fixed set of elements
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An associative \(n\)-tuple algebra \(A\) over a field \(k\) is a multilinear algebra in the sense of A. G. Kurosh with a finite set of bilinear multiplications \(\bullet_1,\ldots,\bullet_n\) such that \((a\bullet_rb)\bullet_sc=a\bullet_r(b\bullet_sc)\) for all \(a,b,c\in A\). The main example is an associative algebra \(A\) with a fixed set of elements
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Algebraic Geometry for Associative Algebras
2000The noncommutative site structure sheaves and their sections regular algebras valuations and divisors cohomology theories a functorial approach formalizing the topology.
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