| 1. | Applications of plan normal vector in solid geometry 平面法向量在立几计算中的应用 |
| 2. | Solving problems in solid geometry by normal vector of plane 用平面法向量解立体几何题 |
| 3. | The students are learning solid geometry 这些学生正在学习立体几何学。 |
| 4. | Problems about cross section in solid geometry 立体几何中的截面问题 |
| 5. | Polygonization of implicit surfaces with constructive solid geometry 超形有两个值得重视的特点。 |
| 6. | Solving problem of seeking the value of angle in solid geometry with vector 向量法解立体几何求角问题 |
| 7. | 2 rossignac j r . constraints in constructive solid geometry 当然,表达的紧凑性也是需要考虑的重要因素。 |
| 8. | Constructive solid geometry 构造实体几何 |
| 9. | A quick visible algorithm based on dynamic constructive solid geometry reconstruction 基于构造实体几何模型动态重构的快速显示算法 |
| 10. | The vigour of the formual of quntity product of space bivector in the solution of solid geometry problems 空间两向量的数量积公式在立几解题中的活力 |