日本最新精品视频在线播放,少妇高潮太爽了在线视频,91精品国产91热久久久久福利,91蜜桃国产成人精品区在线,狼人综合干日韩欧美,一区二区日本免费中文字幕精品,一区二区无码中文

Faculty

中文       Go Back       Search
Vyacheslav Futorny
Chair Professor
Member of the Brazilian Academy of Sciences

Education:

1995 - Habilitation, Kiev University, Ukraine.

1987 - Ph.D. in Mathematics , Kiev University, Ukraine.

1983 - Diploma with excellence in Mathematics, Kiev University, Ukraine


Working Experience:

02/2023 - Chair Professor, Southern University of Science and Technology

11/2005-02/2023- Full Professor, University of S?ao Paulo, Brazil; 

05/1998-11/2005 - Associate Professor, University of S?ao Paulo, Brazil;

02/2003-01/2004 - Senior Lecturer, University of Sydney, Australia;

03/1998-06/1998 - Visiting Professor, Utah State University, Logan, USA;

09/1997-02/1998 - Visiting Professor, University of S?ao Paulo, Brazil;

09/1996-12/1996 - Visiting Research Professor, Carleton University and University of Ottawa, Canada;

06/1995-08/1997 - Associate Professor, Kiev University, Kiev, Ukraine;

01/1994-05/1995 - Adjunct Visiting Associate Professor, Queen's University, Kingston, Canada;

01/1992-12/1993 - NSERC International Fellow at Queen's University, Kingston, Canada;

01/1991-06/1991 - Postdoc Fellow, University of Oslo, Oslo, Norway;

09/1986-12/1991 - Assistant Professor, Kiev University, Kiev, Ukraine.


Honors and Professional Experience: 

  • Member of the Brazilian Academy of Sciences (since 2015)

  • Invited speaker at the International Congress of Mathematicians (2018)

  • CRM Distinguished Lecture, "Combinatorial Algebra meets Algebraic Combinatorics",Ottawa,Canada (2019)

  • Member of the Scientifific Latin-American Council representing Brazil (since 2017)

  • Member of the Scientifific Committee in Mathematics of the National Research Council of Brazil (2013–2015)

  • NSERC International Fellowship at Queen’s University, Canada (1992-1993)

  • Editor in Chief of the S?ao Paulo Journal of Mathematical Sciences (2014–2018);

  • Member of the Editorial Board of the Journal of Algebra and its Applications (since 2017);

  • Member of the Editorial Board of the Ukrainian Math. Journal (since 2017);

  • Member of the Editorial Board of the journal ”Visnyk of Kiev University” (since 2018);

  • Member of the Postgraduate Committee of the Federal University of Amasonas, Manaus, Brazil (since 2016);

  • Member of the Editorial Board of the journal ”Ensaios em Matem′atica” (since 2016);

  • Member of the Editorial Board of the journal ”S?ao Paulo Journal of Mathematical Sciences” (2005–2014);

  • Member of the Editorial Board of the journal ”Algebra and Discrete Mathematics" (since 2002);

  • Member of the Editorial Board of the journal ”Quaestiones Mathematicae”;

  • Member of the organizing committee of the international conference ”Lie and Jordan Algebras, their Representations and Applications-VIII”, Chengdu, China (2020);

  • Member of the organizing committee of Brazil-France Mathematics Conference, Rio de Janeiro, Brazil (2019);

  • Member of the organizing committee of the international conference ”Lie and Jordan Algebras, their Representations and Applications-VII”, Cusco, Peru (2018);

  • Member of the organizing committee of Satellite Workshop of ICM-2018 in Mathematical Physics,ICTP (2018);

  • President of the organizing committee of the international conference ”Lie and Jordan Algebras, their Representations and Applications-VI”, Natal, Brazil (2017);

  • Member of the organizing committee of the session ”Representations of Lie algebras”, MCA-2017, Montreal, Canada (2017);

  • Member of the organizing committee of the session ”Lie groups and their representations”, Latin-American colloquium in Algebra, Quito, Equador (2017);

  • Member of the organizing committee of the international conference ”Lie and Jordan Algebras, their Representations and Applications-V”, Bento Gon?calves, Brazil (2015).


黄梅县| 新巴尔虎左旗| 巴青县| 五大连池市| 西峡县| 临汾市| 白玉县| 马鞍山市| 大洼县| 富顺县| 漳州市| 陇川县| 从化市| 武鸣县| 灵寿县| 松江区| 定安县| 天水市| 徐汇区| 长顺县| 湖北省| 申扎县| 昆山市| 清新县| 樟树市| 彰武县| 汶上县| 九江县| 平罗县| 福清市| 乐业县| 嘉定区| 定陶县| 综艺| 丽江市| 黄大仙区| 通海县| 正蓝旗| 芜湖市| 义马市| 大港区|