noether定理造句

• noether定理    用Noether定理分析具有空间群对称性的体系。 首次用场论中的Noether定理分析分子轨道对称性守恒原理。 如1998年数学年刊上刊登的《具高奇性解奇异积分方程的推广Noether定理》，1996年数学物理学报刊登的《再论奇异积分方程组直接解法的可解条件》等论文为其代表篇。 指出该原理是Noether定理对具有点群对称性的相互作用体系的应用；指出分子轨道对称性守恒原理提...
• emmy noether    Gordan also served as the thesis advisor for Emmy Noether. Emmy Noether went on to become a central figure in abstract algebra. The novel includes a character loosely based on the physicis...
• emmy noether lecturer    Ingrid Daubechies was the 2006 Emmy Noether Lecturer at the San Antonio Joint Mathematics Meetings. In 1991, Hu was elected as an academician of the Chinese Academy of Sciences . 2002, She...
• emmy noether lectures    She delivered the Emmy Noether Lecture at the International Congress of Mathematicians in 2010. In 2014 at the International Congress of Mathematicians held in Seoul, she delivered the ICM...
• fritz noether    Like Emmy, Fritz Noether also found prominence as a mathematician. Fritz Noether was also an able mathematician. Fritz Noether, born in 1884, is remembered for his academic accomplishments...
• gottfried noether    The Open University course " Statistics in Society " ( MDST 242 ), took the above ideas and merged them with Gottfried Noether's work, which introduced statistical inference via coin-tossi...
• max noether    Max Noether made major contributions to the theory of algebraic surfaces. He received in the Steiner prize of the Prussian Academy of Sciences in 1880 along with Max Noether. Max Noether a...
• noether    Generalizations of Noether's theorem to superspaces are also available. This is the seed idea generalized in Noether's theorem. Like Emmy, Fritz Noether also found prominence as a mathemat...
• noether charge    The Noether charge is also used in calculating the entropy of stationary black holes. In this formalism, angular momentum is the 2-form Noether charge associated with rotational invariance...
• noether current    which is called the "'Noether current "'associated with the symmetry. The Noether current for translations in space is momentum, while the current for increments in time is energy. The div...
• noether identities    Higher-stage Noether identities also are separated into the trivial and non-trivial once. A degenerate Lagrangian is called reducible if there exist non-trivial higher-stage Noether identi...
• noether inequality    The Noether inequality is one of the main restrictions on the possible discrete invariants of a surface. Together with the Noether inequality the Bogomolov Miyaoka Yau inequality sets bo...
• noether isomorphism theorem    She employed the concept in her original formulation of the three Noether isomorphism theorems.
• noether isomorphism theorems    She employed the concept in her original formulation of the three Noether isomorphism theorems.
• noether lecture    She delivered the Emmy Noether Lecture at the International Congress of Mathematicians in 2010. She held the Noether Lecture in 2002. In 1986 she was chosen to deliver the prestigious Noet...
• noether lecturer    In 1984 she was selected to be a Noether Lecturer. In 1993 she was selected as a Noether Lecturer. Ingrid Daubechies was the 2006 Emmy Noether Lecturer at the San Antonio Joint Mathematics...
• noether normalization    The result is due to Noether and can be shown using the Noether normalization lemma as follows. The form of the Noether normalization lemma stated above can be used as an important step in...
• noether normalization lemma    The result is due to Noether and can be shown using the Noether normalization lemma as follows. The form of the Noether normalization lemma stated above can be used as an important step in...
• noether theorem    This result is known as the Lasker Noether theorem. According to the Noether theorem, isospin is conserved with respect to the strong interaction. A first algebraic variety decomposition ...
• noether theory    The problem formulation can be carried over into higher dimensions, and there is now a corresponding Brill Noether theory for some classes of algebraic surfaces. Brill Noether theory wen...
• 三垂线定理的逆定理    三垂线定理的逆定理：如果平面内一条直线和穿过该平面的一条斜线垂直，那么这条直线也垂直于这条斜线在平面内的射影。
• 勾股定理的逆定理    由上例已知任意一个大于2的偶数可以构成一组勾股数，实际上以任意一个大于1的奇数2n+1(n＞1)为边也可以构成勾股数，其三边分别是2n+1、2n^2+2n、2n^2+2n+1，这可以通过勾股定理的逆定理获证。
• cover定理    Cover定理可以定性地描述为：将复杂的模式分类问题非线性地投射到高维空间将比投射到低维空间更可能是线性可分的。
• cpt定理    但是，在量子场论中可以严格证明，对于满足狭义相对论的平直空间中的量子场，这三种对称性的组合CPT是严格守恒的，这被称为CPT定理。
• goodstein定理    Goodstein定理是一个关于自然数的相对简单的命题，它在皮亚诺算术中是不确定的。