新疆时时彩开奖号码-重庆时时彩万能投注

EVENTS
Home > EVENTS > Content
Integrability conditions of planar polynomial systems of ODE’s

LecturerBrigita Fercec(professor)

Lecture TimeOn September 24, 2019 (Tuesday)14:30-15:45

Lecture LocationMingliBuildingC302B

About the Lecturer:

Prof. DR.Brigita Fercec, she is an assistant professor at Faculty of Energy technology of University of Maribor. She got her Ph. Degree in Mathematics in 2013. Her advisor is Prof. Valery Romanovski and Prof. Douglas Shafer, a professor of University of North Carolina at Charlotte. Her research interests include symbolic computation and bifurcation theory of differential systems.

Abstract: We present an approach to finding general conditions for integrability of a given family of two-dimensional polynomial systems using conditions computed when some parameters were fixed. We apply it to obtain integrability conditions for a Lotka-Volterra planar complex quartic system having homogeneous nonlinearities. Then, we also study bifurcations of limit cycles from each component of the center variety of the corresponding quartic real system.

Students and staff are welcome!

Host Organizations

Department of Science and Technology

Previous:H2S Corrosion Mechanisms Next:Synchronization for differential equations with discontinuous state on the right-hand side

close

百家乐官网路单下注| 百家乐官网筹码套装包邮| 岢岚县| 大发888怎么了| 真人博彩| 百家乐官网必胜绝技| 百家乐官网庄比闲多多少| 百家乐官网技巧之微笑心法 | 百家乐官网真人投注网站| 波浪百家乐官网游戏中| 百家乐赢钱lv| 太原百家乐的玩法技巧和规则| 哪家百家乐从哪而来| bet365投注体育比赛合法吗| 百家乐官网如何投注法| 潘多拉百家乐官网的玩法技巧和规则 | 希尔顿百家乐试玩| 大发888游戏平台hg dafa888gw| 金三角娱乐城| 百家乐官网娱乐网网77scs| 百家乐游戏机在哪有| 大发888官网 df888| 百家乐官网方案| 网络篮球投注| 百家乐官网凯时娱乐场| 百家乐娱乐网会员注册| 区。| 视频百家乐官网攻略| 百家乐l23| 香港六合彩特码开奖结果| 百家乐官网电投软件| 澳门百家乐的玩法技巧和规则| 百家乐官网游戏高手| 百家乐官网园好又多| 大发888中文官网| 百家乐博彩免费体验金3| 上海百家乐官网赌博| 大发888娱乐城官方下载lm0| 玩百家乐官网技巧博客| 百家乐娱乐代理| 百家乐官网赌场在线娱乐|