webdesign

webdesign zürich karwe

karwe webdesign zürich

 

  Tetiana Osipchuk

Tetiana Osipchuk was born in 1982.  

Scientific biography. 1999 – 2004 – student of Zhytomyr Ivan Franko State University, Faculty of Physics and Mathematics, Master of science, diploma with honors. 2004 – 2008 – post-graduate student at the Institute of Mathematics of the Ukrainian Academy of Sciences and PhD thesis under the guidance of Professor Yurii Zelinskii. From 2005 she works at the Complex Analysis and the Potential Theory Department of the  Institute of Mathematics of NASU as leading engineer and further as junior researcher.

The circle of scientific interests. Algebraic  and topologic methods for solving problems of the hypercomplex analysis.

The main scientific results. There are obtained the hypercomplex analogues of some well known results for linear complex sets.

Selected publications.

  1. The analytic conditions of local linear convexity in Hn // Zb. prats of the Inst. of Math. of NASU, 2006, 3, No 4, pp. 244–254 (in Ukrainian);
  1. The analytic conditions of local generalized linear convexity in Clmp,q // Zb. prats of the Inst. of Math. of NASU, 2010, 7, No 2, pp. 393–401 (in Ukrainian, together with Yu. Zelinskii, M.Tkachuk);
  1. The analytic criterion of linear convexity of the Hartogs domains with smooth boundary in H2 // Ukr. Math. J., 2011, 63, No 2, pp. 226–236 (in Ukrainian, together with M.Tkachuk);
  1. Questions of Linear Convexity in Hn // Mathematics and life sciences: possibilities, interlacements and limits: Book of Abstracts of Humboldt Kolleg, Kyiv, August 5-8, 2010, P. 75. (in Ukrainian, together with M.Tkachuk);
  1. Mathematical modeling of cortico-pontine projection // Zb. prats of the Inst. of Math. of NASU, 2012, 9, No 2, pp. 265-269;
  2. Analytical conditions of local linear convexity in the space Hnα, β //  Zb. prats of the Inst. of Math. of NASU, 2013, 10, No 4-5, pp. 301-305.

Аналітичні умови локальної лінійної опуклості в Hn // Збірник праць Інституту математики НАНУ. – 2006, 2, № 3, С. 244-254;

  1. Аналітичні умови локальної узагальненої опуклості в Clmp,q // Збірник праць Інституту математики НАНУ. – 2010, 7, № 4, С. 393–401 (співавтори Ю.Б. Зелінський, М.В. Ткачук);

  2. Аналітичний критерій лінійної опуклості для областей Гартогса з гладкою межею в H2 // Укр. матем. журн. –2011, 63, № 2, С. 226-236 (співавтор М.В. Ткачук);

  3. Mathematical modeling of cortico-pontine projection // Збірник праць Інституту математики НАНУ. – 2012, 9, 2 , С. 265-269;

  4. Analytical conditions of local linear convexity in the space Hnα, β  //13, 10, № 4-5 , С. 301-305.