Özgeçmiş - İstanbul Arel Üniversitesi

ÖZGEÇMİŞ
1. Adı Soyadı
:
Vladimir Tolstykh
2. Doğum tarihi
:
25.08.1963
3. Unvanı
:
Prof. Dr.
4. Öğrenim Durumu:
Derece
Alan
Üniversite
Yıl
Lisans
Kemerovo, Russia
Kemerovo State University
1983
Lisansüstü
Kemerovo, Russia
Kemerovo State University
1985
PhD Doktora
Ekaterinburg, Russia
Ural Institute of Mathematics 1992
and Mechanics
D.Sc.
Novosibirsk, Russia
Sobolev Institute of
Mathematics
2007
5. Akademik Ünvanlar:
Yardımcı Doçentlik: Kemerovo State University (Kemerovo, Russia), Department of
Mathematics, 1993.
Doçentlik:
Kemerovo
State
University
(Kemerovo,
Russia),
Department
of
Mathematics, 1993.
Profesörlük: Yeditepe University, Department of Mathematics, 2010.
6. Yönetilen Yüksek Lisans ve Doktora Tezleri
Yüksek Lisans Tez Danışmanlıkları:
1. Bulad Subanov, Life office practice: software development, Kemerovo State
University(Kemerovo, Russia), 1994.
2. Galina Gorbik, Graphical programming primer: plane cubics visualization, Kemerovo
State University (Kemerovo, Russia), 1996.
3. Roman Savel'ev, User assistance systems in enterprise networks: principles of
management, Kemerovo State University (Kemerovo, Russia), 1997.
4. Roman Kuz'min, On the conjugacy classes of the automorphism groups of free groups,
Kemerovo State University (Kemerovo, Russia), 1997.
5. Yulia Maloshtanova, On some applications of the first-order logic, Kemerovo State
University (Kemerovo, Russia), 1998.
6. Inna Kashkinova, On the automorphism groupsof free abelian groups, Kemerovo State
University (Kemerovo, Russia), 1999.
7. Genco Fas, Isomorphisms of linear groups, Yeditepe University, 2005.
1
8. Öznur Yeldan, Thompson's group F, Yeditepe University, 2008.
9. Bünyamin Kızıldemir, Groups with the Bergman property, Yeditepe University, 2012.
7.Yayınlar
7.1 Uluslararası hakemli dergilerde yayınlanan makaleler
1. Automorphisms of Aut(A), A a free abelian group, Comm. Alg., 43 (2015) 3160-3168.
Zbl Article
2. The small index property for free nilpotent groups, Comm. Alg., 43 (2015) 447-459. Zbl
Article arXiv
3. On the outer automorphism groups of free groups, J. Algebra, 420 (2014) 120-140. Zbl
Article
4. Generating groups by conjugation-invariant sets, J. Alg. Appl., 11 (2012), 1250071, 16
pp. (with V. Bardakov and V. Vershinin). arXiv Zbl
5. Small conjugacy classes in the automorphism groups of relatively free groups, J. Pure
Appl. Algebra, 215 (2011) 2086-2098. Zbl Article arXiv
6. Infinitely generated free nilpotent groups: completeness of the automorphism groups,
Math. Proc. Camb. Phil. Soc., 147 (2009), 541-566. Zbl Article arXiv
7. Interpreting the arithmetic in Thompson's group F, J. Pure Appl. Algebra, 211 (2007)
633-637 (with V. Bardakov). Zbl Article arXiv
8. Infinite-dimensional linear groups are groups of finite width (Russian), Sib. Mat. Zh., 47
(2006) 1160-1166. Zbl Article arXiv
9. The automorphism groups of relatively free groups of infinite rank (Russian), Vestn.
Novosib. Gos. Univ., Ser. Mat. Mekh. Inform., 6 (2006) 24-48. Zbl Article arXiv
10.On the Bergman property for the automorphism groups of relatively free groups, J.
Lond. Math. Soc., 73 (2006) 669-680. Zbl Article arXiv
11.The palindromic width of a free product of groups, J. Austr. Math. Soc., 81 (2006) 199208 (with V. Bardakov). Zbl Article arXiv
12.On the palindromic and primitive widths of a free group, J. Algebra, 285 (2005) 574585 (with V. Bardakov and V. Shpilrain). Zbl Article arXiv
13.Free two-step nilpotent groups whose automorphism group is complete, Math. Proc. of
Cambridge Phil. Soc., 131 (2001) 73-90. Zbl Article arXiv
14.Set theory is interpretable in the automorphism group of an infinitely generated free
group, J. London Math. Soc., 62 (2000) 16-26. Zbl Article arXiv
15.The automorphism tower of a free group, J. London Math. Soc., 61 (2000) 423-440.
Zbl Article arXiv
16.Elementary equivalence of infinite-dimensional classical groups, Ann. Pure Appl.
Logic, 105 (2000) 103-156. Zbl Article arXiv
2
17.On the elementary theories of infinite-dimensional classical groups (Russian), Izv.
Vyssh. Uchebn. Zaved., Mat., 1 (1993) 82-84. Zbl Article
7.2
Uluslararası bilimsel toplantılarda sunulan ve bildiri kitabında basılan bildiriler
A. Bildiri Katılım:
18.On the automorphism groups of infinitely generated free abelian groups (Russian),
Vestn. Kemer. Gos. Univ., Ser. Mat., 2 (2015), 46-47.
19.Elementary equivalence of finitary general linear groups of infinitely-dimensional vector
spaces (Russian), Vestnik Kemerovskogo gosudarstvennogo universiteta, 4 (2005)
186-188.
20. The logical complexity of theories associated with an infinite-dimensional vector
space, Semin. ber., Humboldt-Univ. Berl., Fachbereich Math., 1991, 12-34 (with O.
Belegradek). Zbl
21. Some interpretations in the general linear groups (Russian), Proc. Sov.-Fr. Colloq.
Model Th., Karaganda, 1990, 202-214. Zbl
B. Uluslararası Toplantılar ve Kongreler: Sözlü Sunumlar
22.Outer automorphisms of free groups, Antalya Algebra Days XVII, May 20--May 24
2015, Şirince, Turkey, 2015, 38-39.
23. The small index property for relatively free algebras, Antalya Algebra Days XVI, May
8-13 2014, Antalya, Turkey, 2014, 35-36.
24. Groups of finite C-width, Antalya Algebra Days-XIII, May 18-May 22 2011, Antalya,
2011, 47.
25. The automorphism group of an infinitely generated free nilpotent group is complete,
Antalya Algebra Days-XI, May 20-May 24 2009, Antalya, 2009, 44.
26. On the automorphism groups of infinitely generated free nilpotent groups, Antalya
Algebra Days-X, May 28-June 1 2008, Antalya, 2008, 40-41.
27. The elementary theory of Thompson's group F is undecidable, Antalya Algebra DaysIX, May 22-27 2007, Antalya (Turkey), 2007, 54-55.
28. Complete automorphism groups of relatively free groups, Methods of Logic in
Mathematics III, St. Petersburg, June 1-7, 2006, 17-18.
29. On the Bergman property for the automorphism groups of relatively free groups,
Methods of Logic in Mathematics II, St. Petersburg, July 18-24, 2005, 21.
30. On the Bergman property, Antalya Algebra Days-VII, May 18-May 22 2005, Antalya
(Turkey), 2005, 52.
3
31. Infinite-dimensional general linear groups are groups of universally finite width,
Antalya Algebra Days-VI, May 19-23 2004, Antalya (Turkey), 2005, 27-28.
32. On expressive power of first-order logic for the automorphism groups of free algebras,
Symmetries and Ordered Structures under the Influence of Model Theory and
Combinatorics, July 26-31, Hattingen (Germany), 21.
33. The palindromic width of a free product of groups, Antalya Algebra Days V, Antalya
(Turkey), 2003, 24-25.
34. Logically strong automorphism groups of free algebras, ASL Logic Colloquium 2002,
Munster, 2002, 54-55.
35. On the automorphism groups of free nilpotent groups, Antalya Algebra Days IV,
Antalya (Turkey), 2002, 36.
36. Involutions in the outer automorphism groups of free groups, Antalya Algebra Days III,
Antalya (Turkey), 2001, 19.
37. On the automorphism groups of free two-step nilpotent groups, ASL Logic Colloquium
2000 (Paris, July 2000), Bull. Symb. Logic, 7 (2001) 153-154.
38. Short automorphism towers, Logic and Applications, Novosibirsk, 2000, 99.
39. The automorphism group of an infinitely generated free group is complete,
Combinatorial and Computational Methods in Mathematics, Omsk, 1998, 131-133.
40. Puissance et plenitude: interpretation des groupes d'automorphismes des groupes
libres, Quatrieme Colloque Franco-Touranien de Theorie des Modeles, MarseilleLumini 1997, Resumes des Conferences, Institut Girard Desargues, Universite Claude
Bernard, Lyon 1, 19.
41. On involutions of the first kind problem, Third international algebraic conference in
memory of M. I. Kargapolov, Krasnoyarsk, 1993, 446.
42. Elementary types of the infinite-dimensional general linear groups, Eleventh CIS Logic
Conf., Kazan, 1992, 33.
43. The logical strength of theories associated with an infinite-dimensional vector space,
Second Suslin Meeting, Saratov, 1991, 25.
44. Interpretation of the projective spaces in the general linear groups, Tenth All-USSR
Logic Conf., Alma-Ata, 1990, 151.
45. On the elementary types of general linear groups, Soviet-French colloquium on model
theory, Karaganda, 1990, 48-49.
46. Stability of the theory of locally free algebras, Eighth All-USSR Logic Conf., Moscow,
1986, 12 (with O. Belegradek).
7.3 Yazılan Uluslararası kitaplar veya kitaplarda bölümler
4
47. What does the automorphism group of a free abelian group A know about A?
Contemp. Math., 380 (2005) 283-296. Zbl arXiv
48. On the logical strength of the automorphism groups of free nilpotent groups, Contemp.
Math., 302 (2002) 113-120. Zbl arXiv
7.4.Ulusal Dergilerdeki Yayınlar
7.5 Ulusal Bilimsel Toplantılarda Sunulan ve Bildiri Kitabında Basılan Bildiriler
7.6 Diğer Yayınlar
Kitaplar
Çeviri Kitaplar
8. Projeler
9. İdari Görevler
10. Bilimsel kuruluşlara Üyelikler
11. Ödüller
1. Prize of all-USSR master theses' contest (1985).
2. Fellowship from University of Helsinki (1991).
3. Fellowship from the London Mathematical Society (2001).
4. 6-month NATO PC-B grant (2003).
5. Fellowship from University of Montpellier-II (2010).
6. Two grants from a Russian Federal Target Program (2010-2012, 2012-2014).
12.Son iki yılda Verdiğiniz Lisans ve Lisansüstü düzeydeki dersler
Akademik yıl
Dersin Kodu ve Adı
Haftalık Saat
Ders Uyg.
Öğrenci
Sayısı
Lab.
6MTCOAE206 Financial Mathematics
2013-2014
3
0
0
8
MTB303 Partial Differential Equations 3
3
MTB402 Real Analysis
0
0
0
0
17
13
0
0
14
MTB404 Calculus of Variations
3
5
6MBGBSA103 Calculus-I
3
2
0
68
6MTCOAE306 Algebra
3
0
0
21
MTB403 Elective Topics in
Mathematics
2
0
0
12
MTB405.1 Graduation Project
2
2
0
1
6MTCOAE405 Numerical Analysis
4
0
0
87
6MTCOAE206 Financial Mathematics
3
0
0
9
6MTCOAE310 Partial Differential
Equations
3
0
0
8
MTB404 Calculus of Variations
3
0
0
12
MTB406 Graduation Thesis
2
0
0
1
2014-2015
12. İş Deneyimleri
Görev
Unvanı
Assistant professor,
Associate professor
Associate professor
Görev Yeri
Yeri Yıl
Kemerovo State University,
Kemerovo, Russia
Istanbul Bilgi University
1987-2001
Associate professor,
Professor
Yeditepe University
2004-2012
Professor
Istanbul Arel University
2012-present
6
2001-2003