| 1. | Some teaching experience on quot; advanced algebra quot
在高等代数解题教学中突出思维过程教学 |
| 2. | Hoehere algebra : die matrixtheorie und die polynomtheorie
高等代数：矩阵理论和多项式理论。 |
| 3. | Some problems in advanced algebra teaching
高等代数教学中的几个问题 |
| 4. | Some experiments of teaching reform in quot; the high algebra quot
跨世纪高等代数教材改革的思考与实践 |
| 5. | On teaching uodule reform of uathematic anylazing aduanled mathematic
高等代数专题研究教学模式改革探析 |
| 6. | Thinking and practice of the textbook reform for advanced algebra for the new century
关于高等代数教学的几点思考 |
| 7. | Stressing the thinking procession in sol ving a problem on higher algebra
关于高等代数与解析几何分与合的几个问题 |
| 8. | On the content arrangement and teaching principle about the curse of combination of higher algebra and analytic geometry
谈高等代数与解析几何课程合并的内容编排与教学原则 |
| 9. | For the close relationship between algebra and geometry , there are unavoidable overlaid in their contents
高等代数与空间解析几何关系如此密切，这两门课程的内容不可避免地有很多重叠部分。 |
| 10. | There are four kinds of important mathematics ideologies in advanced algebras , namely analogoue ideology , equivalence and classification ideology , transformation ideology , isomorphism ideology
摘要高等代数中蕴含的主要数学思想有类比思想、等价分类思想、化归转化思想、同构思想。 |
