1) the recursive structure
丘奇-图灵论点
1.
Based on Church Turing s thesis,this paper discusses the recursive structure of discourses in the epic King Gesar and its two features,selectiveness and infinity,and assumes that the talking and singing artists language recognition is also a recursive structure.
以"丘奇-图灵论点"为基本构想,文章从语言学角度探讨了史诗《格萨尔》语篇的主位推进模式递归结构,并分析了史诗《格萨尔》语篇递归结构具有可选性和无限性两个特点,探讨了《格萨尔》说唱艺人语言认知过程也是一个递归结构。
2) the Church-Turing thesis
丘奇-图灵论题
1.
This paper,based on the analyses of generalization and different construals of computation,suggests and argues computation as being information-processing,and also discusses the Church-Turing thesis and pan-computationalism from a information-processing point of view.
本文基于对计算概念的拓展过程和不同诠释的考察,提出并论证了一种关于计算的广义规定,即计算就是信息加工的过程;在此基础上,进一步探讨了与计算概念密切相关的丘奇-图灵论题和正在兴起的泛计算主义思潮。
3) physical Church-Turing principle
物理的丘奇-图灵原理
4) singularity theory
奇点理论
1.
Using singularity theory for classifiying smooth germs of function under the action of strong contact equivalence group,problems concerning the existence and number of bifurcation solution of a class of 2nd-order nonlinear system are studied.
借助奇点理论对光滑函数芽(单变量分支问题)在强接触等价群作用下的分类,研究了一类非线性二阶系统边值分支解的存在性和分支解的个数等问题。
2.
In this paper,a class of nonlinear BVP(boundary value problem)with bifurcation parameter λ is studied by using singularity theory.
用奇点理论的方法研究了一类带分支参数λ的非线性边值问题,这类问题形如(u,λ)=u″+au′+bu+F(u,λ)=0,边值条件为u(0)=u(π)=0,其中a≠0,非线性项F:(R×R,0)→(R,0)是一个余维有限的分支问题。
3.
The stability and bifurcation of the equilibrium states of the rod are analysed by using the singularity theory of phase plane.
在两端受力矩单独作用的条件下,杆的平衡微分方程可转换为用欧拉角表述的一阶自治系统,并有可能利用相平面的奇点理论分析弹性细杆平衡状态的稳定性。
5) Turing theory
图灵理论
6) Turing's thesis
图灵论题
补充资料：灵奇
1.神异﹐神奇。 2.特别灵巧。 3.奇异秀丽。 4.指奇异秀丽之景色。 5.卓越优异。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条