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Şubă A.;

Vacaraş O.



Maximal multiplicity of the line at infinity for cubic differential systems with two real non-parallel invariant straight lines.

Raport secție




Roudenok A.; Şubă A.

Center conditions for non-linear differential systems.

Raport secție




Turuta S.

Classification of Lotka-Volterra cubic systems with 1:-2 singularity and straight lines of three directions and total multiplicity six.

Raport secție

XII Белорусская математическая 

 конференция (БМК-2016), 5–10 сентября 2016 года, Минск



Roudenok A.; Şubă A.

Necessary and sufficient center conditions for differential systems of non-linear oscillations.

Raport secție

Conferinţa Ştiinţifică Internaţională a Doctoranzilor – Tendinţe contemporane ale dezvoltării Ştiinţei: Viziuni ale tinerilor cercetători, 25 mai 2016, Chişinău, Republica Moldova

Turuta S.

Darboux first integrals of Lotka-Volterra cubic differential systems with (1:-2)-singularity having invariant straight lines of two directions and total multiplicity six.

Raport secţie

International Conference “Mathematics & Information Technologies: Research and Education” (MITRE – 2016), 6-th edition. Abstracts, Chişinău, June 23-25, 2016

Bujac C.,

Vulpe N.



First integrals of cubic systems with the maximum number of invariant lines.

Raport secţie





Calin Iu., Ciubotaru S.

GL(2, R)-comitants and Lyapunov quantities for bidimensional polynomial systems of differential equations with nonlinearities of the fourth degree.

Raport secţie




Ciubotaru S., Calin Iu.

The center conditions for a class of bidimensional polynomial systems of differential equations with nonlinearities of the fourth degree.

Raport secție




Dryma V.

On solving equations of flows of incompressible liquids

Raport secție




Neagu N.; Popa M.

Lie algebras of ternary differential systems with quadratic nonlinearities of the Darboux form and applications.

Raport secție




Orlov V.;

Popa M.


Canonical forms of the four-dimensional Lyapunov-Darboux differential system with quadratic nonlinearities.

Raport secție




Port S.; Pricop V.; Trifan V.

The mathematical model of emotion impact.

Raport secție




Pricop V.

The differential system s(1,3,5) and corresponding common Hilbert series.

Raport secție




Şubă A.; Turuta S.

Integrability of Lotka-Volterra cubic systems with (1:-2)-singularity having six invariant straight lines of two directions.

Raport secție




Vacaraş O.

Maximal multiplicity of the line at infinity for cubic differential systems with two real parallel invariant straight lines.

Raport secție

5-я Международная Kонференция “Проблемы математической и теоретической физики и математическое моделирование”, Москва, НИЯУ МИФИ, 5-7 aпреля, 2016.

Driuma V.

Об интегрировании уравнений течения несжимаемой жидкости.

Raport secție

XXII Международная конференция «Нелинейные задачи теории гидродинамической устойчивости и турбулентность», 14 −21 февраля 2016 г., Московский госуниверситета, 2016.

Driuma V.

On the integration of incompressible fluid flows equations.

Raport secție

International Conference on Differential Equations and Dynamical Systems, Russia, Suzdal, 8-12 July, 2016

Driuma V.

Limit cycles and attractors in flows of incompressible fluid.

Raport secție

International Conference “Quasilinear equations, inverse problems and their applications”, The Eurasian Association on Inverse Problems (EAIP), Moscow Institute of Physics and Technology, Dolgoprudny, 12 Sept. 2016 - 15 Sept. 2016.

Driuma V.

On integration of the equations of flows of incompressible liquids.

Slides

Юбилейная XXV научная сессии Совета по нелинейной динамике Института океанологии им. П.П. Ширшова, РАН, г. Москва, 19-20  декабря 2016 г.  

Driuma V.

О локализованных решениях уравнений течения жидкости.

Raport secție

Международная конференция «Системы Аносова и современная динамика», посвященная 80-летию со дня рождения Дмитрия Викторовича Аносова, г. Москва, Россия, 19–23 декабря 2016 г. ,МИ РАН им. Стеклова.

Driuma V.

О решениях уравнений течения жидкости.

Raport secție

Шестые Богдановские чтения по обыкновенным дифференциальным уравнениям. Международная математическая конференция. Минск, 7-10 декабря 2015.

Руденок А.Е.;

Шубэ А.С.



Базис Гребнера идеала ляпуновских величин cистемы Куклеса.

Raport secție

The 24st Conference on Applied and Industrial Mathematics (CAIM-2016), September 15-18, 2016. Craiova, România.

Bujac C.; Vulpe N.

First integrals of the family of cubic differential systems with invariant lines of total multiplicity 8.

Raport secție




Orlov V.;

Popa M.


Invariant conditions for the stability of the unperturbed motion for the four-dimensional nonlinear polynomial differential system.

Raport secție




Pricop V.

The common Hilbert series of the differential system s(1,3,7) and the Krull dimensions of Sibirsky algebras.

Raport secție




Şubă A.; Vacaraş O.

Cubic differential systems with two parallel complex invariant straight lines of multiplicity m(2;2;3).

Raport secție




Turuta S.

Daboux integrability of Lotka-Volterra cubic differential systems with 1:-2 resonant singularity and six straight lines of three directions.

Raport secție

The International Scientific Conference “Differential-Functional Equations and their Application”, September 28-30, 2016, Chernivtsi, Ukraine

Neagu N.; Cozma D.;

Popa M.


Centro-affin invariants and stability of unperturbed motion in ternary polynomial differential systems.

Raport secție




Şubă A.;

Vacaraş O.



Maximal multiplicity of the line at infinity for cubic differential systems with two real non-parallel invariant straight lines.

Raport secție




Roudenok A.; Şubă A.

Center conditions for non-linear differential systems.

Raport secție




Turuta S.

Classification of Lotka-Volterra cubic systems with 1:-2 singularity and straight lines of three directions and total multiplicity six.

Raport secție

XII Белорусская математическая 

 конференция (БМК-2016), 5–10 сентября 2016 года, Минск



Roudenok A.; Şubă A.

Necessary and sufficient center conditions for differential systems of non-linear oscillations.

Raport secție

Conferinţa Ştiinţifică Internaţională a Doctoranzilor – Tendinţe contemporane ale dezvoltării Ştiinţei: Viziuni ale tinerilor cercetători, 25 mai 2016, Chişinău, Republica Moldova

Turuta S.

Darboux first integrals of Lotka-Volterra cubic differential systems with (1:-2)-singularity having invariant straight lines of two directions and total multiplicity six.

Raport secţie

International Conference “Mathematics & Information Technologies: Research and Education” (MITRE – 2016), 6-th edition. Abstracts, Chişinău, June 23-25, 2016

Bujac C.,

Vulpe N.


First integrals of cubic systems with the maximum number of invariant lines.

Raport secţie

Participarea la „10th international conference GTM2016”, Saint Petersburg, July 7-9 2016

Lozovanu D. dr.h.

Pickl S. dr.




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