| 1 | The second section discusses the biography of Cauchy and his work. | |
| 2 | A study is made on Cauchy problem of compressible Eulers equations with relaxation term. | |
| 3 | The analytical method is Cauchy integration for a infinite plate with semi-infinite crack. | |
| 4 | The generalized Cauchy projection formula is frequently used in dealing with problems concerning geometric quantities. | |
| 5 | Definition of limit, bounded monotonic sequence must possess a limit, and Cauchy's Convergence Principle (CCP) are fundamentals to the existence of limit. |
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