ÊÀËÜÍÈÖÊÈÉ Â.Ñ.

E-mail: skalnitsky@hotmail.com

  Web: www.cesj.com/kalnitsky.html

ÎÁÐÀÇÎÂÀÍÈÅ

ÑÀÍÊÒ-ÏÅÒÅÐÁÓÐÃÑÊÈÉ ÃÎÑÓÄÀÐÑÒÂÅÍÍÛÉ ÓÍÈÂÅÐÑÈÒÅÒ

Êàôåäðà Âûñøåé ãåîìåòðèè

Êàíäèäàò ôèçèêî-ìàòåìàòè÷åñêèõ íàóê, 2000.

Òåìà äèññåðòàöèè: “Àëãåáðû ßêîáè íà ãëàäêèõ ìíîãîîáðàçèÿõ ñ ëèíåéíîé ñâÿçíîñòüþ”

Íàó÷íûé êîíñóëüòàíò: ïðîô., ä.ô.-ì.í. Þ.Í. Áèáèêîâ

Îïïîíåíò: ïðîô., ä.ô.-ì.í. À.Ì. Âåðøèê

Äèïëîì ÑÏáÃÓ, 1993

Òåìà äèïëîìà: «Ñèììåòðèè ãåîäåçè÷åñêîãî ïîòîêà àôôèííîé ñâÿçíîñòè»

ÏÐÎÔÅÑÑÈÎÍÀËÜÍÀß ÄÅßÒÅËÜÍÎÑÒÜ

×ëåí ÅÂÐÎÏÅÉÑÊÎÃÎ ÌÀÒÅÌÀÒÈ×ÅÑÊÎÃÎ ÎÁÙÅÑÒÂÀ

×ëåí ÑÀÍÊÒ-ÏÅÒÅÐÁÓÐÃÑÊÎÃÎ ÌÀÒÅÌÀÒÈ×ÅÑÊÎÃÎ ÎÁÙÅÑÒÂÀ

Zentralblatt Math                                                                           

American Mathematical Society Reviews                 

            Ðåäàêòîð Central European Journal for Mathematics

Âåñòíèê Ñàíêò-Ïåòåðáóðãñêîãî ãîñóäàðñòâåííîãî óíèâåðñèòåòà          1993-1994

Èçäàòåëüñòâî ÍÈÈ Õèìèè ÑÏáÃÓ                                                           1995-1996

            Æóðíàë “ÃÐÀÂÈÒÀÖÈß”                                                                           1997-1998

ÃÐÀÍÒÛ È ÄÈÏËÎÌÛ

1993                Êðàñíûé äèïëîì ÑÏáÃÓ

1993-1995      Èññëåäîâàòåëüñêèé ãðàíò AMS ëó÷øèì ñòóäåíòàì-ìàòåìàòèêàì

1995-1996      ÐÔÔÈ ãðàíò ¹ NVX300 è 303  (èñïîëíèòåëü)

1995, 1996      Ïåðñîíàëüíûé ãðàíò Ïðàâèòåëüñòâà Ñàíêò-Ïåòåðáóðãà è Êîìèòåòà Îáðàçîâàíèÿ ÐÔ

1997                Ãðàíò DAAD ñòóäåí÷åñêèõ îáìåíîâ 

1996-2001      ×ëåí íàó÷íîé øêîëû Àëåêñàíäðîâà-Ðîõëèíà #96-15-96075

2002-2003      Èññëåäîâàòåëüñêèé ãðàíò ÐÔÔÈ ¹ ÓÐ.04.01.042 (èñïîëíèòåëü)

2003                Ïåðñîíàëüíûé ãðàíò Ïðàâèòåëüñòâà Ñàíêò-Ïåòåðáóðãà è Êîìèòåòà Îáðàçîâàíèÿ ÐÔ ¹PD03-1.1-27

2004                ×ëåí íàó÷íîé øêîëû  ¹ ÍØ.2271.2003.1

2004                Äîðîæíûé ãðàíò INTAS

2005                Äîðîæíûé ãðàíò EMU

2005                Íàó÷íàÿ ïðîãðàììà Ìèíèñòåðñòâà îáðàçîâàíèÿ ÐÔ  ÂÍÏ 3.1¹4733

ÄÎÊËÀÄÛ È ÍÀÓ×ÍÛÅ ÂÈÇÈÒÛ

Wuerzburg University, Brno University of Technology (DGA)

ÏÓÁËÈÊÀÖÈÈ

·              Automorphism of geodesic vector field // Vestn. St. Peterbg. Univ. Math., Allerton Press Inc., New York (28) #2 (1995), 19-20. (Zbl 0886.58010)

·              The algebra of generalized Jacobi fields // J. Math. Sci., N.-Y., 91 #6, pp. 3476-3491 (1998) (Zbl 0890.53040, Zbl 0907.53031)

·              Symmetry fields of geodesic vector fields // Differential Geometry and Application (Brno, 1998), 355-359, Masaryk Univ, Brno, 1999 (Zbl 0945:58004)

·              Symmetries of geodesic flows of affine connection. PhD Thesis, St. Petersburg State University, 1999, 72 p.

·              Spray algebra // Proc. Inst. Math. NAS Ukr., Math. Appl., v. 50, part III, pp. 1356-1360 (2004),     

·              Polynomial symmetries of flat and homogeneous connections // Diff. Geom. Fig. Manif. V. 35 (2004) (ISSN 0321-4796)

·              Nilpotent fields completeness // Diff. Geom. Fig. Manif. V. 36 (2005)

·              The Jacobi algebras of flat manifolds // J. Math. Sci., Springer US, v.131, pp. 5345-5350.  (2005)

ÏÐÅÏÐÈÍÒÛ

·              The Jacobi algebra classification on homogeneous manifolds // St. Petersburg Mathematical Society Preprint #2004-03,

·              Symmetries of Weak-Controllable Systems //St.Petersburg Mathematical Society Preprint #2005-07

ÊÎÍÔÅÐÅÍÖÈÈ

·              Relation between Yano-Ato operator and generalized Jacobi operator // Abstr. 2nd Russian-German Geometry Meeting, P. 31

·              About structure of the symmetrical tensor fields algebra automorphism // Proceedings of the Lobachevsky Math Center, v. 18, p. 41-42, Kazan, 2002

·              The flat geodesic flows symmetries // Thes. Int. Conf. “Kolmogorov-100”, Moscow, 2003, pp. 887-888

·              Spectral classification of the flat torus // Proceedings of the Lobachevsky Math Center, v. 22, Kazan, 2003

·              Spray algebra // Symmetry in Nonlinear Mathematical Physics’2003 (SNMP’03).

·              The completeness of the polynomial spray symmetries // X Int. Conf. dev. M.I. Kravchuk, 13-16 May, Kyiv, Ukraine, 2004, p. 359.

·              Completeness of NCS symmetries. // Proceed. Int. Conf. Analysis and Geometry. August 23-September 2. Novosibirsk. P. 121.

·              D-lift of convolution algebras //Proc. Jacobi Int. Conf. June 20-26, 2005

·              Symmetries of Weak-Controllable Systems // SNMP’05, 18-26 June, 2005.

ÑÅÌÈÍÀÐÛ È ØÊÎËÛ

·        Russian-German seminar “New tendencies in mathematics” (St. P.). 06/1996. Die Geodetische Flussigkeiten.

·        Russian-German seminar “New tendencies in mathematics” (Würzburg). 06/1997. Die Multilinearen Felden. 

·        St. Petersburg Seminar on Representation Theory and Dynamical Systems. 16/06/1999. Flows commuting with geodesic flows.

·        Geometry seminar of  Albertina University. 10/09/2003. Jacobi algebras.

·        Geometry school at Novosibirsk university, 2005

 

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