Ресурси де є Автор Targonskii V. A.

Стаття

Sevost’yanov Е. А., Targonskii V. A. (2025) On convergence of homeomorphisms with inverse modulus inequality. European Journal of Mathematics. Т. 11, № 1. ISSN 2199-6768.

Sevost’yanov Е. А., Targonskii V. A., Ilkevych N. S. (2025) On quasilinear Beltrami equations with restrictions on tangential dilation. Journal of Mathematical Sciences. Т. 288, № 2. С. 234–246. ISSN 1072-3374. DOI: 10.1007/s10958-025-07679-3.

Sevost’yanov Е. А., Targonskii V. A. (2025) An analogue of Koebe’s theorem and the openness of a limit map in one class. Analysis and Mathematical Physics. Т. 15, № 3. ISSN 1664-235X.

Sevost’yanov Е. А., Targonskii V. A. (2024) On direct and inverse Poletsky inequalities with a tangential dilatation. Mathematica Slovaca. Т. 74, № 1. С. 91–114. ISSN 1337-2211.

Sevost’yanov Е. А., Targonskii V. A. (2024) On the Inverse Poletsky Inequality with a Cotangent Dilatation. Computational Methods and Function Theory. Т. 24, № 2. С. 375–387. ISSN 2195-3724.

Salimov R. R., Sevost’yanov Е. А., Targonskii V. A. (2023) On modulus inequality of the orderpforthe inner dilatation. Математичні Студії. Т. 59, № 2. С. 141–155. ISSN 1027-4634.

Доповідь на конференції або симпозіумі

Sevost’yanov Е. А., Targonskii V. A. (2025) On Koebe-Bloch theorem for mappings with inverse Poletsky inequality. In: International Online Conference "Algebraic and geometric methods of analysis", May 26-29, 2025, Odesa-Kyiv. С. 95–97.

Sevost’yanov Е. А., Targonskii V. A. (2025) On convergence of homeomorphisms with inverse Poletsky inequality. In: International Online Conference "Algebraic and geometric methods of analysis", May 26-29, 2025, Odesa-Kyiv. С. 109–110.

Sevost’yanov Е. А., Ilkevych N. S., Targonskii V. A. (2024) On quasilinear Beltrami equations and tangential dilatation. In: XIV Symposium “Mathematics and its applications”, Desember 6-7, 2024, Belgrade, Serbia. ст. 39.

Sevost’yanov Е. А., Targonskii V. A. (2024) On the inverse Poletsky inequality with a cotangent dilatation. In: Algebraic and Geometric Methods of Analysis: international scientific conference, May 27-30, 2024, Odesa. С. 121–123.