...本来是天体物理学的一个学术名词，表示「时空中一个普通物理规则不再适用的点。但在本文讲述的奇点理论（Singularity Theory）中，库兹威尔用它来表示电脑智能超越人脑智能的那一时刻。库兹威尔认为，这个时刻即将来临，他甚至已为此列好了日程表。
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The finite determinacy of smooth mapping germs is an important topic in singularity theory.
光滑映射芽的有限决定性是奇点理论中的一个重要研究方向。
参考来源 - 光滑函数芽的有限决定性In the last chapter, the bifurcation function of the nonlinear systems has been acquired with the normal form theory. |The transition set and the bifurcation figures of the nonlinear systems have been achieved by the singularity theory.
第五章用规范形理论求出了非线性系统的分岔响应方程，用奇异性理论得到了系统的转迁集和分岔图。
参考来源 - 规范形方法的理论与应用研究The differentiable mapping of singularity theory is a young mathematical discipline. It is at the junction of the topology, algebraic geometry, differential geometry, algebra, analysis and many other areas of mathematics.
可微映射的奇点理论是一门年轻的数学学科,它处在拓扑学、代数几何、微分几何、代数学、分析学等众多数学领域的交界处。
参考来源 - 对称集方法及其在三维重构中的应用·2,447,543篇论文数据，部分数据来源于NoteExpress
SINGULAR is a worthwhile system to try out, especially if you're interested in singularity theory.
SINGULAR 是个值得一试的系统，如果您对奇点理论感兴趣则尤其如此。
The static bifurcation in electric power system under periodical disturbance is studied with singularity theory.
应用奇异性理论研究了电力系统在周期性负荷扰动下的静态分岔现象。
The transition set and the bifurcation figures of the nonlinear systems have been achieved by the singularity theory.
第五章用规范形理论求出了非线性系统的分岔响应方程，用奇异性理论得到了系统的转迁集和分岔图。
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