91 results on '"Yuri Bahturin"'
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2. Graded torsion-free 𝔰𝔩2(ℂ)-modules of rank 2
3. Identical Relations in Lie Algebras
4. Infinite Dimensional Lie Superalgebras
5. Distinguishing simple algebras by means of polynomial identities
6. On nonassociative graded-simple algebras over the field of real numbers
7. Delta sets and polynomial identities in pointed Hopf algebras
8. Some Thoughts on the Current State of the Theory of Identical Relations in Lie Algebras
9. Group Gradings and Actions of Pointed Hopf Algebras
10. Graded identities of simple real graded division algebras
11. Identical Relations in Lie Algebras
12. Group gradings on the Lie and Jordan superalgebrasQ(n)
13. Identities of graded alternative algebras
14. Graded-division algebras over arbitrary fields
15. Graded polynomial identities as identities of universal algebras
16. Gradings by Groups on Cartan Type Lie Algebras
17. Gradings on classical central simple real Lie algebras
18. Graded Division Algebras over the Field of Real Numbers
19. Group gradings on restricted Cartan-type Lie algebras
20. Classification of group gradings on simple Lie algebras of types A, B, C and D
21. Gradings on simple algebras of finitary matrices
22. Jordan Gradings on Associative Algebras
23. Lie superautomorphisms on associative algebras
24. Group gradings on the Lie algebra psln in positive characteristic
25. Group Gradings onG2
26. Schreier rewriting beyond the classical setting
27. Classifying simple color Lie superalgebras
28. Group gradings on simple Lie algebras in positive characteristic
29. ℤ2× ℤ2-symmetric spaces
30. Конечномерные простые градуированные алгебры
31. Large restricted Lie algebras
32. Simple Graded Division Algebras over the Field of Real Numbers
33. Semigroup gradings on associative rings
34. Gradings on simple Jordan and Lie algebras
35. Casimir Elements for Some Graded Lie Algebras and Superalgebras
36. Polycharacters of Cocommutative Hopf Algebras
37. SUMS OF SIMPLE AND NILPOTENT LIE SUBALGEBRAS
38. Group Gradings on Lie Algebras, with Applications to Geometry. I
39. Group Gradings on Lie Algebras and Applications to Geometry: II
40. Bicharacters, Twistings, and Scheunert's Theorem for Hopf Algebras
41. Pi-envelopes of Lie superalgebras
42. On the lee and associative codimensions growth
43. $G$-тождества неассоциативных алгебр
44. Identities of Graded Algebras
45. Identities of Algebras with Actions of Hopf Algebras
46. Symmetric identities in graded algebras
47. Group gradings on filiform Lie algebras
48. On the generalized Lie structure of associative algebras
49. Rigidity of free algebras in varieties of lie algebras
50. Centers of enveloping algebras for locally finite-dimensional simple lie algebras
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