Michael M. VINOGRADOV
	Head of the Personal Computer Department, Institute of Economic Forecasting Russian Academy of Science, 47 Nakhimovskii prosp., Moscow 117418, Russia
	Date of birth:	Junuary 23, 1947
	Office address	see above
	E-mail	vin @ diffiety.ac.ru
	Tel. No.	(095) 129-39-04
	Fax No.	(095) 718-97-71
	Education:	Moscow Mekh-mat (Mechanical & Mathematical Faculty of Moscow State Univ.), 1970
Degree:	Ph.D. (Cand. Sc. Phys.-Math.) in Math., Moscow State Pedagogical Institute, 1981.

RESEARCH INTERESTS
Algebraic theory of linear differential equations, including non-commutative and graded situations. Geometry, symmetries and conservation laws of partial differential equations and equations of mathematical physics.
Current research: Functor Der and dioles.

• 1972-1990 Scientific secretary of All-Union seminar "Algebra and geometry of differential equations" by prof. A. M. Vinogradov,
  Moscow State Univ., Mechanical & Mathematical Faculty, MGU Moscow 117234, Russia
• Member of Moscow Mathematical Society.

• Smooth manifolds and observables - Springer-Verlag, Graduate Texts in Mathematics, Vol. 220, 2002, XIII+222 pp., ISSBN 0-387-95543-7. In collaborastion with A. M. Astashev, A. V. Bocharov, S. V. Duzhin, A. B. Sossinsky, A. M. Vinogradov.
• A. Vinogradov and M. Vinogradov - Graded multiple analogs of Lie algebras, - Acta Appl. Math., Volume 72, Issue 1-2, pp. 183-197, June 2002. See also DIPS 8/2001.
• Smooth manifolds and observables - textbook, MCCME, Moscow, 2000, 300 pp., ISSBN 5-900916-57-X (in Russian). In collaborastion with A. M. Astashev, A. V. Bocharov, S. V. Duzhin, A. B. Sossinsky, A. M. Vinogradov.
• Vinogradov A. M. and Vinogradov M. M., On multiple generalizations of Lie algebras and Poisson manifolds, in M. Henneaux, I. Krasil'shchik, and A. M. Vinogradov (Eds.), Secondary Calculus and Cohomological Physics, Contemporary Mathematics, vol. 219, American Mathematical Society, 1998. See also The Diffiety Inst. Preprint Series, DIPS 6/98.
• Vinogradov M. M., Field extensions and extensions of linear differential operators, Acta Applicandae Mathematicae, Volume 49, Issue 3, December 1997, pp. 271-280. See also Preprint DIPS 6/96.
• Vinogradov M. M., Residues without duality, Acta Applicandae Mathematicae, Volume 49, Issue 3, December 1997, pp. 281-291. See also Preprint DIPS 7/96.
• Vinogradov M. M., Remarks on algebraic Lagrangian formalism, Acta Applicandae Mathematicae, Volume 49, Issue 3, December 1997, pp. 331-338. See also Preprint DIPS 8/96.
• Vinogradov M. M., Coconnections and integral forms, Doklady Akad. Nauk SSSR, vol. 338, No 3, 1994, pp. 295 - 297, (in Russian). English translation - Russian Acad. Sci. Dokl. Math., vol. 50 (1995), pp. 229-233.
• Vinogradov M. M., On a general algebraic theory of linear differential operators, Doklady Akad. Nauk SSSR, vol. 317, No 2, 1991, pp. 275 - 279, (in Russian). English translation - Soviet Math. Dokl., vol. 43, No. 2.
• Vinogradov M. M., Principal functors of differential calculus in graded algebras, Uspehi mat. nauk, vol. 44, No 3(267), 1989, pp. 151 - 152, (in Russian). English translation - Russian Math. Surveys 44 (1989), No 3, pp. 220-221.
• Vinogradov M. M., Residues without duality, in "Works of seminar 'Algebra and geometry differential equations", VINITI, No 858/86B, Moscow, 1986, pp. 183 - 201, (in Russian).
• Vinogradov M. M., Extensions of fields and extensions of linear differential operators, Mat. zametky, vol. 30, No 2, 1981, pp.237 -248, (in Russian).
• Vinogradov M. M., Residue theory on commutative algebras, Uspehi mat. nauk, vol. 35, No 2(212), 1980, pp. 203 - 204, (in Russian).
• Vinogradov M. M., - On De Rham and Spencer algebraic cohomology of smooth manifolds - Doklady Akad. Nauk SSSR, vol. 242, No 5, 1978, pp. 989 - 992, (in Russian). English translation - Soviet Math. Dokl., vol.19, No 5, pp.1220 - 1224.
• Vinogradov M. M., De Rham cohomology of fields P(z₁,...,z_n) and residue theory, VIII National Voronezh Winter Mathematical Research Institute, Voronezh State Univ. Publ., 1974, p. 18 - 19.

PUBLICATIONS IN PREPARATION

• Vinogradov M. M., Introduction to diffeotopy, monograph, in collaboration with A. M. Vinogradov, about 500 p. (to appear).