| Infinite Singular Point of Quadratic System with Four Singular Points at Finity |
| Received:September 03, 1981 |
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| Abstract: |
| Suppose that E24 is quadratic system which possesses four singular points at finity. We study singular points of El at infinity. The results are as follows.1. If E24 possesses three singular points at infinity, then they are all elementary singular points.2. If E24 possesses two singular points at infinity, then one of them is elementary singular point, another is higher singular points.3. If E24 possess higher singular point at infinity, then it's saddle-nodel of second form;4. If E24 possess one singular point at infinity, then it's elementary singular point. |
| Citation: |
| DOI:10.3770/j.issn:1000-341X.1984.04.011 |
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