滚 球 曲 面 的 代 数 性

于凯¹, 薛长虹²

YU Kai¹, XUE Chang-hong²

1. Department of Mathematics, Southwest Jiaotong University, Chengdu 610031, China; 2. Department of Foundation Science, Chengdu University of Information Technology, Chengdu 610041, China

Received:2001-04-23 Revised:1900-01-01 Online:2002-07-26 Published:2002-07-26
Contact: YU Kai

摘要： 证明由两个代数曲面所确定的滚球曲面仍是代数曲面

关键词: 滚球曲面, 代数曲面, 曲面拼接

Abstract: This paper proves that the rolling sphere surface determined by two algebraic surfaces is also an algebraic surface.

Key words: rolling sphere surface, algebraic surface, blending surface

中图分类号:

于凯, 薛长虹. 滚球曲面的代数性[J]. J4, 2002, 40(03): 250-251.

YU Kai, XUE Chang-hong. The Algebraic Property of Rolling Sphere Surface[J]. J4, 2002, 40(03): 250-251.

[1]	牛艳秋, 杨双羚, 许明星. 一类三波作用模型的不变代数曲面、 Hamilton结构及无穷远动力学行为[J]. 吉林大学学报(理学版), 2019, 57(06): 1333-1338.
[2]	郭明浩. 含参代数曲面族的拼接问题[J]. J4, 2012, 50(02): 267-269.
[3]	解滨, 韩力文, 张树功. 一类四次隐式代数曲面的参数化[J]. J4, 2006, 44(04): 536-540.
[4]	厉玉蓉, 雷娜，张树功. 用最低次曲面光滑拼接多个二次曲面的判别条件[J]. J4, 2003, 41(02): 157-158.
[5]	雷娜，崔丽，伍铁如. 两个轴异面的管道拼接[J]. J4, 2002, 40(02): 138-140.
[6]	伍铁如. 两个代数曲面的GC^k拼接[J]. J4, 2002, 40(01): 36-39.

赞