1) inverse proposition
经典问题的逆
2) classical
经典
1.
Computing classical trajectories of H_2 system by symplectic scheme;
用辛格式计算氢分子经典轨迹和振动能量
2.
Objective To know condition about the classical principles and methods of preparing from Lei Gong s Treatise on Preparation and Boiling of Materia Medica.
目的探讨《雷公炮炙论》的经典炮制方法和原理。
3.
By using a classical screened Coulomb potential with two phase factors and adopting classical analytical methods, the predictive descriptions on the energy level and spectrum of anti-hydrogen atom are given.
利用一种带相位因子的经典屏蔽Coulomb势,采用经典分析方法对反氢原子的能级和光谱给出了预言性的描述,结果发现其能级与光谱同氢原子有较大区别。
3) Classic
经典
1.
Literary Criticism towards Post-Classic Pattern;
走向后经典形态的文学批评
2.
Being the classic,how is Chuang-Tzu realize it? We have two ways of thinking for this problem.
《庄子》作为经典,是如何可能的?对此问题,研究的思路有二:一是文本细读,即对《庄子》文本进行细致研究,着重于回味经典的精神世界,探究作为经典的《庄子》经典性何在;另一种思路则可称之为历史追踪,即把《庄子》放在接受史的视野下,去展现《庄子》实际存在的历史状态,呈现出不同时期人们心目中《庄子》的具体面貌,考察《庄子》的经典化历程。
4) Classics
经典
1.
Positive Psychological Thought in the Confucian Classics "The Great Learning";
儒家经典《大学》中的积极心理学思想
2.
Creative Annotation of Classics and Localization of Chinese Legal Science;
经典的创造性诠释与当代中国法学的本土化——以《论语》中“礼仪象征”的诠释为例展开分析
5) canon
经典
1.
A Study of Tolkien s the Lord of the Rings and Canonization;
对托尔金的《指环王》与经典化问题的研究
2.
As an important contemporary literary critic,Harold Bloom took Shakespeare as the center of canon in the construction of western literary history.
哈罗德·布鲁姆是当代西方重要的文学批评家,在他对西方文学的历史建构中,莎士比亚居于经典的核心。
3.
According to the definition and standard of a literary canon,the author analyzes the novel My Antonia by Willa Cather from the following aspects: the connotation of thoughts,the poetic characteristic and the value in the history.
本文依据文学经典的定义和标准对美国女作家薇拉。
6) classical plasticity
经典塑性
1.
By using the classical plasticity theory and the micro-mechanism-based strain gradient (MSG) plasticity theory, the stress-strain relationships of Al polycrystals with different grain sizes were simulated.
采用经典塑性理论与基于微观机制的应变梯度(MSG)塑性理论对不同晶粒尺寸铝多晶的应力-应变关系进行了模拟分析。
参考词条
补充资料：经典天体力学中的数学问题
经典天体力学中的数学问题
lassical celestial mechanics. mathematical problems in
【补注】人们小丹扣1西，。，运动是最一般的运动形式事实上，在H，Poinca峪“‘*哈弃后、在这一领域工作的人就坚信(Po山伪此称之为双渐近的(bi一ass卿Ptotique))匀倾运动(he-n袄‘linic motions)的存在. IAZI，IA3』是一般参考文献.经典天体力学中的数学问题!dassi侧沈lesdal me由;而cs，ma山emati因pn角，lemsin:柑.比。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。