Tantsyura Maksym Viktorovych
Publications
1. Tantsiura M. V. On the generalization of the McKean Vlasov equation to the case where the total mass of particles is infinite. - Theory of Stochastic Processes Vol. 18 (34), no. 1, 2012, pp. 119-127.
2.Pilipenko A., Tantsiura M. On the strong existence and uniqueness to a solution of a countable system of SDEs with measurable drift. -- Theory of Stochastic Processes
Vol. 19 (35), no. 2, 2014, pp. 52–63.
3.Tantsiura M. V. On the McKean–Vlasov equation with infinite mass. - Dopov. Nac. akad. nauk Ukr. 2016, 8:19-25.
4.Pilipenko A. Yu., Tantsiura M. V. Limit theorem for countable systems of stochastic differential equations. - Ukr. Mat. Zh. - 2016. - 68, ¹ 10. - pp. 1380-1402.
5. Tantsiura M. V. On strong solutions to countable systems of SDEs with interaction and non-Lipschitz drift. - Theory of Stochastic Processes
Vol. 21 (37), no. 1, 2016, pp. 91–101.
6.Feshchenko, I., Radchenko, D., Radzivilovsky, L., Tantsiura, M. (2010). Dissecting a brick into bars. Geometriae Dedicata, 145(1), 159-168.
2.Pilipenko A., Tantsiura M. On the strong existence and uniqueness to a solution of a countable system of SDEs with measurable drift. -- Theory of Stochastic Processes
Vol. 19 (35), no. 2, 2014, pp. 52–63.
3.Tantsiura M. V. On the McKean–Vlasov equation with infinite mass. - Dopov. Nac. akad. nauk Ukr. 2016, 8:19-25.
4.Pilipenko A. Yu., Tantsiura M. V. Limit theorem for countable systems of stochastic differential equations. - Ukr. Mat. Zh. - 2016. - 68, ¹ 10. - pp. 1380-1402.
5. Tantsiura M. V. On strong solutions to countable systems of SDEs with interaction and non-Lipschitz drift. - Theory of Stochastic Processes
Vol. 21 (37), no. 1, 2016, pp. 91–101.
6.Feshchenko, I., Radchenko, D., Radzivilovsky, L., Tantsiura, M. (2010). Dissecting a brick into bars. Geometriae Dedicata, 145(1), 159-168.