Volume 2, Issue 2 (12-2021)                   MACO 2021, 2(2): 67-71 | Back to browse issues page

‎ 10.52547/maco.2.2.7
‎ 20.1001.1.27170624.2021.2.2.7.4

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Taghavi A. A Complex Limit Cycle not Intersecting the Real Plane. MACO 2021; 2 (2) :67-71
URL: http://maco.lu.ac.ir/article-1-86-en.html
A Complex Limit Cycle not Intersecting the Real Plane
Ali Taghavi *
Abstract:   (2831 Views)
We give a precise example of a polynomial vector feld on $mathbb{R}^2$ whose corresponding singular holomorphic foliation of $mathbb{C}^2$ possesses a complex limit cycle which does not intersect the real plane $mathbb{R}^2$.
Keywords: Holomorphic Foliation, Complex Limit cycle
Full-Text [PDF 92 kb]   (1573 Downloads)    
Type of Study: Research Article | Subject: Mathematical Analysis
Published: 2021/12/31
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