| 1. | This very slowly converging series was known to leibniz in 1674 .
这个收敛很慢的级数是莱布尼茨在1674年得到的。 |
| 2. | Leibniz discovered that any number of symbols could be formed from patterns of these two marks .
莱布尼茨发现，任何数目的符号都可以由这两种记号的图案所组成。 |
| 3. | Summary of the symposium on leibniz ' s academic thoughts
莱布尼茨学术思想研讨会综述 |
| 4. | The 7th international symposium on leibniz convened in berlin
第七届莱布尼茨国际学术会议在柏林召开 |
| 5. | Review and introduction of the contemporary studies of b . leibniz in china
中国当代莱布尼茨研究述介 |
| 6. | Leibniz ' s theory of petites perception amp; its historical influence
莱布尼茨的微知觉理论及其历史影响 |
| 7. | It is nothing else than the division , the summing and the ratio of the intuitionistic continuun that become the basic manner in which newton and leibnitz established their universal differential coefficient and integral arithmetic
正是对这个直观连续统的分割、求和、求比成为牛顿和莱布尼茨建立他们的普遍的微分和积分算法的基本方式。 |
| 8. | Albert einstein followed leibnitz , and made the statement that " time has no independent existence apart from the order of events by which we measure it . " he then developed an idea called " simultaneous events
阿尔伯特?爱因斯坦在莱布尼茨之后做出了这样的表述， "我们用事情发生的顺序来衡量时间，此外时间并不独立存在" ，他接着提出了一个名为"同时存在的事件"的观点。 |
| 9. | His theory , especially his full explaination of " equality " , is still brilliant now , for human being hopes on seeking for e - quality , just as leroux quoted from leibniz , " it gives rise to nowadays which is based on the past and embodies the future "
他的理论，特别是他对平等的诠释至今还闪耀着人类智慧的光辉。人类直到如今还孜孜不倦地探求平等，正如勒鲁引用莱布尼茨所说： “产生于过去的现在，孕育着伟大的未来。 ” |
