姓名: 杨佼朋

行政职务:

系别:应用数学系

职称:讲师/硕导

办公电话:

E-mail:202110007@oamail.gdufs.edu.cn

  • 个人简介
  • 科研成果
  • 所获荣誉
  • 教授课程

2011.09-2015.06,广州大学,数学与信息科学学院,信息与计算科学专业,本科

2015.09-2020.12,华南理工大学,数学学院,应用数学专业,博士

2019.09-2020.09,美国德克萨斯大学大河谷分校,访问交流

2021.1-至今,广东外语外贸大学,best365官网登录入口应用数学系教师


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    <strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">1</span></strong><strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: 宋体; COLOR: black"">、</span></strong><strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">Jiaopeng Yang</span></strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">, Zhongguang Li, Zhengrong Liu*. The existence and bifurcation of peakon and anti-peakon to the n-degree b-equation.<strong> </strong>International Journal of Bifurcation and Chaos</span><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arial Unicode MSundefinedamp;#39;,serif; COLOR: black"">, </span><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">2018, 28 (1): 1850014 </span>
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    <strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">2</span></strong><strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: 宋体; COLOR: black"">、</span></strong><strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">Jiaopeng Yang</span></strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">*, Zhengrong Liu. A novel simple hyperchaotic system with two coexisting attractors. International Journal of Bifurcation and Chaos, 2019, 29 (14): 1950203undefinedamp;nbsp; </span>
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    <strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">3</span></strong><strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: 宋体; COLOR: black"">、</span></strong><strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">Jiaopeng Yang</span></strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">, Rui Liu, Yiren Chen*. Bifurcations of Solitary Waves of a Simple Equation</span>. <span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">International Journal of Bifurcation and Chaos, 2020, 30 (9): 2050138 </span>
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    <strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">4</span></strong><strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: 宋体; COLOR: black"">、</span></strong><strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">Jiaopeng Yang</span></strong><span style=""FONT-SIZE: 15px; FONT-FAMILY: undefinedamp;#39;Arialundefinedamp;#39;,sans-serif; COLOR: black"">, Zhaosheng Feng*, Zhengrong Liu. A new 5D hyperchaotic and chaotic system with six coexisting attractors. Qualitative Theory of Dynamical Systems, 2021, 20(18) </span>
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学院地址:中国广州市番禺区小谷围广州大学城广东外语外贸大学(南校区)院系楼154

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