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An Upper Bound for the Lower Central Series Quotients of a ...

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by G Dobrovolska · · Cited by 22 — Galyna Dobrovolska and Pavel Etingof. Department of Mathematics, Massachusetts Institute of Technology,. Cambridge, MA , USA. › doi › imrn › rnn039 › rnn039

[ ] On the lower central series of an associative algebra

arxiv.org

Authors: Galyna Dobrovolska, John Kim, Xiaoguang Ma, Pavel Etingof. ( Submitted on 12 Sep (v1), last revised 7 Feb (this version, v3)). Abstract: This paper continues the study of the lower central series quotients of an associative algebra A, regarded as a Lie algebra, which was started in math by ...

CiteSeerX — AN UPPER BOUND FOR THE LOWER CENTRAL …

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@MISC{Dobrovolska08anupper, author = {Galyna Dobrovolska and Pavel Etingof}, title = {AN UPPER BOUND FOR THE LOWER CENTRAL SERIES QUOTIENTS OF A FREE ASSOCIATIVE ALGEBRA}, year = {2008}} Share. OpenURL . Abstract. Feigin and Shoikhet conjectured in [FS] that successive quotients Bm(An) of the lower central series filtration of a free associative algebra …

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(PDF) An Upper Bound for the Lower Central Series Quotients ...

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RA] 27 Mar GALYNA DOBROVOLSKA AND PAVEL ETINGOF Abstract. Feigin and Shoikhet conjectured in [FS] that successive quotients Bm (An ) of the lower ... › An_Upper_Bound_for_the...

Pavel I. Etingof Publications - StudyLib

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Appendix to the paper “On the lower central series of an associative algebra”, by Galyna Dobrovolska, John Kim and Xiaoguang Ma, math , ... › ... › Physics › Quantum Physics

Collected works of Galyna Dobrovolska

sl2x.aimath.org

On the lower central series of an associative algebra (with an appendix by Pavel Etingof) Galyna Dobrovolska, John Kim, and Xiaoguang Ma J. Algebra – MR B 10. On products of sln characters and support containment Galyna Dobrovolska and Pavlo Pylyavskyy J. Algebra

Citations: Pavel Etingof - magma.maths.usyd.edu.au

magma.maths.usyd.edu.au

Galyna Dobrovolska and Pavel Etingof, An upper bound for the lower central series quotients of a free associative algebra, Int. Math. Res. Not. IMRN (2008), no. 12, Art. ID rnn039, 10. Pavel Etingof and Victor Ginzburg, Noncommutative complete intersections and matrix integrals, Pure Appl. Math. Q. 3 (2007), no. 1, part 3, 107–

(with an appendix by Pavel Etingof)

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On the lower central series of an associative algebra (with an appendix by Pavel Etingof). more. COLLAPSE. Galyna Dobrovolska, John Kim, Xiaoguang Ma.

International Mathematics Research Notices | AceMap

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2000 Littlewood-Richardson Coefficients Via Yang-Baxter Equation · http://arxiv. org/abs/math Oleg Gleizer, Alexander Postnikov An Upper Bound For The Lower Central Series Quotients Of A Free Associative Algebra · http://arxiv.org/abs ?context=math.RT - Galyna Dobrovolska, Pavel Etingof.

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