Results 21 to 30 of about 287,232 (281)
This paper mainly considers a class of non-weight modules over the Lie algebra of the Weyl type. First, we construct the U(h)-free modules of rank one over the differential operator algebra.
Munayim Dilxat +3 more
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Noncommutative Geometry and Gauge Theory on Fuzzy Sphere [PDF]
The differential algebra on the fuzzy sphere is constructed by applying Connes' scheme. The U(1) gauge theory on the fuzzy sphere based on this differential algebra is defined.
Carow-Watamura, Ursula +1 more
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A note on the differential calculus of Hochschild theory for $ A_{\infty} $-algebras
We show by constructing explicit homotopy operators that the Hochschild (co)homology of an $ A_{\infty} $-algebra of Stasheff admits a differential calculus structure.
Youming Chen, Weiguo Lyu , Song Yang
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On differential approximations of difference schemes [PDF]
The concept of the first differential approximation was introduced in the 1950s for the analysis of difference schemes by A. I. Zhukov and then was used to study the quality of difference schemes approximating equations in partial derivatives.
Blinkov, Yuri Anatolievich +2 more
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Differential Gerstenhaber Algebras Associated to Nilpotent Algebras [PDF]
30 Pages. 3 Tables. Proof of Theorem 29 is revised.
Cleyton, Richard, Poon, Yat-Sun
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On the Relationship Between Differential Algebra and Tropical Differential Algebraic Geometry [PDF]
This paper presents the relationship between differential algebra and tropical differential algebraic geometry, mostly focusing on the existence problem of formal power series solutions for systems of polynomial ODE and PDE. Moreover, it improves an approximation theorem involved in the proof of the fundamental theorem of tropical differential ...
Boulier, François +3 more
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Identifiability of mathematical models in medical biology
Analysis of biological data is a key topic in bioinformatics, computational genomics, molecular modeling and systems biology. The methods covered in this article could reduce the cost of experiments for biological data.
S. I. Kabanikhin +3 more
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On a graded q-differential algebra
Given a unital associatve graded algebra we construct the graded q-differential algebra by means of a graded q-commutator, where q is a primitive N-th root of unity.
Abramov V +11 more
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BAXTER ALGEBRAS AND DIFFERENTIAL ALGEBRAS
A Baxter algebra is a commutative algebra $A$ that carries a generalized integral operator. In the first part of this paper we review past work of Baxter, Miller, Rota and Cartier in this area and explain more recent work on explicit constructions of free Baxter algebras that extended the constructions of Rota and Cartier.
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DiffAlg: a Differential algebra package [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Dubinsky, Manuel +3 more
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