ANNEXE: Publications Moscow State University

  1. A. V. Mikhalev, V. K. Zakharov, Radon problem for regular measures on an arbitrary Hausdorf space. Fundamental and Applied Mathematics 3(1997), N 3, 801-808.
  2. A. V. Mikhalev, V. K. Zakharov, Integral representation for Radon measures on an arbitrary Hausdorf space. Fundamental and Applied Mathematics 3(1997), N 4, 1135-1172.
  3. A. V. Mikhalev, Endomorphism rings and linear groups over rings, ICAC'97, Hong Kong, 1997, p.63.
  4. A. V. Mikhalev, V. K. Zakharov, The problem of integral representation for Radon measures on a Hausdorf space. Russian Math. Dokl. AN Sci. 360 (1998), N 1, 13-15
  5. A. E. Gouterman, E. M. Kreines, A. V. Mikhalev, Frobenius-type results for matrices over skew fields, Kurosh Alg. Conf.'98, Moscow, 1998, p.166-167.
  6. A. V. Mikhalev, V. K. Zakharov, Solution of Riesz-Radon problem, ICM 1998, Short Commun., Berlin, 1998. 141-142.
  7. V. A. Artamonov, Quantum polynomial algebras. J. Math. Sci. (New York) - v. 87. - 1997. P. 3441-3462.
  8. V. A. Artamonov, Periodic modules over general quantum Laurent polynomials. Mat. zametki. - 1997. - 61, N 1. - P. 10-17.
  9. V. A. Artamonov, Magnus representation in congruence-modular varieties. Siberian mat. journ. - 1997. - 38, N 5. - P.978-995.
  10. V. A. Artamonov, Quantum Serre's conjecture. Uspehi mat. nauk - 1998. - 53, N 4. P.3-77
  11. V. A. Artamonov, Transitivity of actions on modular vector. Fund. and appl. maths. (accepted).
  12. V. A. Artamonov, Coauthor P. M. Cohn. The skew field of rational functions on the quantum plane. In the book "Contemporary mathematics and its Applications. Math. Surveys", - v. - Plenum, USA, - 1999. (accepted)
  13. V. A. Artamonov, Module structure of quantum polynomials. In the book "Proceedings of the International algebraic conference dedicated to the memory of A. G. Kurosh". Walter der Greither, Berlin, 1999. (accepted)
  14. V. A. Artamonov, A remark on the center of a quantum field. "Proceeding of Adjamagbo seminar, H. Poincare Inst, Paris ." (submitted)
  15. V. A. Artamonov, coauthor - R. Wisbauer, Homological properties of quantum polynomials Algebras and representation theory. (submitted)
  16. V. A. Artamonov, General quantum polynomials: irreducible modules and Morita-equivalence. Izv. RAN ser, math. (submitted).
  17. Yu. P. Solovyev, V.V.Belokurov, E. T. Shavgulidze, Pertrubation theory with convergent series for functional integrals according with Feinman measure. Uspekhi math. nauk, 52 (1997), N 2
  18. Yu. P. Solovyev, V. V. Prasolov Elliptic functions and algebraic equations, Moscow, Factorial pbl, 1997.
  19. Yu. P. Solovyev, V. V. Prasolov Elliptic functions and algebraic equations, Mathematical monographs v. 170, AMS, Ann Arbor, 1997.
  20. Yu. P. Solovyev, V. V. Belokurov, E. T. Shavgulidze, On computation of Feinman integrals with large coupling constant. Modern Phys. Letters, A, 41 (1997).
  21. Yu. P. Solovyev, V. V. Belokurov, E. T. Shavgulidze, Calculation od fundamental integrals with the help of convergent series, Fundamental and Appl. math. 3 (1997),N 3.
  22. Golubchik I.Z., Linear groups over associative rings, Dissertation for the degree of Dr. Sci, Moscow, MSU, 1998.
  23. Golubchik I.Z., On the full linear group over block algebraic rings, Int. algebraic conference, S.-Petersbourg, 1997, p. 186.
  24. Golubchik I.Z., Sokolov V.V., On some generalizations of factorization method. TMF, 110(1997), N 3, p. 339-350.
  25. Golubchik I.Z., Lie type group over PI-rings, Fundamental and Appl. Math. 3(1997), N 2, 399-424.
  26. A. A. Mikhalev, A.A. Zolotykh, Complex algorithms for computation in Lie superalgebras.
  27. A. A. Mikhalev, V. Shpilrain, J.T.Yu. Combinatorial problems in free groups and algebras. 2nd International Tainan-Moscow Algebra Workshop, Springer-Verlag, Singapore, in print
  28. A. A. Mikhalev, J.T.Yu, A.A. Zolotykh, Images of coordinate polynomials, Algebra Colloq. 4(1997), N 2, 159-162.
  29. A. A. Mikhalev, J.T.Yu, Test elements and retracts of free Lie algebras, Commun. Algebra 25(1997), 3283-3289.
  30. A. A. Mikhalev, A.A. Zolotykh, Standard bases of twosided ideals of free associative algebras over polynomial rings, Proc. of the 5th Math. Conf. of Moscow state social univ., 1997, 11-104.
  31. A. A. Mikhalev, U.U. Umirbaev, Subalgebras of free Leibnitz algebras. Commun. Algebra, 26(1998), 435-446.
  32. A. A. Mikhalev, A.A. Zolotykh, Algorithms to construct standard Groebner-Shirshov bases of ideals of free algebras over commutative rings, Programmirovanie, 1998, N 6.
  33. A. A. Mikhalev, E. A.Vasilieva, Standard bases of ideals of free supercommutative polynomial algebras. Proc. 2nd Inter. Tainan-Moscow Algebra Workshop, Springer-Verlag, Singapore, in print.
  34. A. A. Mikhalev, J. T. Yu, Test elements, retracts and automorphic orbits of free algebras, Internat. J. Algebra and Comput. 8(1998), 295-310.
  35. A. A. Mikhalev, V. Shpilrain, J.T.Yu. On the dynamics of homomorphisms of free algebras. 10th Conf. Formal Power Series and Algebraic Combinatorics, Fields Institute, Toronto, , 1997, 477-486
  36. A. A. Mikhalev, A.A. Zolotykh, Standard Groenber-Shirshov bases for free algebras over rings, I, Free associative algebras. Internat. J. Algebra and Computation 8 (1998), N6, 689 - 726
  37. A. A. Mikhalev, A.V.Sereguine, Standard bases of one-sided ideals of algebras of P-type. In Proc. Intern. Conference in Algebras and Combinatorics (ICAC-97), Hong Kong, 1997), Singapore (to appear)
  38. A. A. Mikhalev, V. Shpilrain, J.T.Yu, On endomorphisms of free algebras, Algebra Colloq 6 (1999), N3, 241 - 248
  39. A. V. Mikhalev, I. A. Pinchuk, Universal central extensions of matrix Lie superalgebras. Proc. of HKU algebra conference, 1999, 16pp.
  40. M. V. Kondratieva, A. V. Levin, A. V. Mikhalev, E. V. Pankratiev, Differential and difference dimension polynomials, Kluwer, 1999, 422pp.
  41. V. A. Artamonov, The skew field of quantum rational functions. Uspekhi mat. nauk - 1999. - v. 54, N 4. - p. 154-155 /Russian/
  42. V. A. Artamonov, Automorphisms of division rings of rational quantum functions. Bull. Akad. sci. Moldova. Submitted.
  43. V. A. Artamonov, Varieties of algebras. In the book ``Handbook in Algebra'', vol. 2, Ch. 12. Edited by M. Hazenwinkel. Elsevier Science B. V. 3-29.
  44. V. A. Artamonov, Actions of Hopf algebras on quantum polynomials. Proc. of Conference on Representation theory of groups and algebras. San Paulo, July 1999. submitted

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