Narrow Positively Graded Lie Algebras

 
PIIS086956520003295-7-1
DOI10.31857/S086956520003295-7
Publication type Article
Status Published
Authors
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Journal nameDoklady Akademii nauk
EditionVolume 483 Issue 5
Pages496-498
Abstract

  

Keywords
Received24.12.2018
Publication date24.12.2018
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1. Agrachev A.A. Nekotorye voprosy subrimanovoj geometrii. 2016 // UMN. T. 71. № 6. C. 3–36.

2. Caranti A., Mattarei S., Newman M.F. Graded Lie Algebras of Maximal Class // Trans. Amer. Math. Soc. 1997. V. 349. № 170. P. 4021–4051.

3. Zhiber A.V., Murtazina R.D., Khabibullin I.T., Shabat A.B. Kharakteristicheskie kol'tsa Li i nelinejnye integriruemye uravneniya. M.; Izhevsk: Regulyarnaya i khaoticheskaya dinamika / In-t komp'yut. issled., 2012. 376 s.

4. Kats V. Beskonechnomernye algebry Li. M.: Mir, 1993. 425 s.

5. Millionshchikov D.V. Graded Filiform Lie Algebras and Symplectic Nilmanifolds. In: “Geometry, Topology, and Mathematical Physics”, AMS Transl. Ser. Amer. Math. Soc. 2. Providence (RI). 2004. V. 212. P. 259–279.

6. Millionschikov D.V. Kharakteristicheskie algebry Li uravnenij sinus-Gordona i Tsitsejki // UMN. 2017. T. 72. № 6. C. 203–204.

7. Fialovski A. Klassifikatsiya graduirovannykh algebr Li s dvumya obrazuyuschimi // Vestn. MGU. Ser. 1. Matematika i mekhanika. 1983. T. 38. C. 62–64.

8. Fuks D.B. Kogomologii beskonechnomernykh algebr Li. M.: Nauka. 1984. 272 s.

9. Shalev A., Zelmanov E.I. Narrow algebras and groups // J. of Math. Sciences. 1999. V. 93. № 6. P. 951–963.

10. Vergne M. Cohomologie des algèbres de Lie nilpotentes. Application à l’étude de la variété des algèbres de Lie nilpotentes // Bull. Soc. Math. France. 1970. V. 98. P. 81–116.

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