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noncommutative相关的网络例句

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与 noncommutative 相关的网络例句 [注:此内容来源于网络,仅供参考]

We disscuss the field theory in noncommutative space.

在本文中,我们研究了非对易空间的场论及其规范对称性。

The gauge invariance of noncommutative gauge field coupled with matter field is studied.

我们讨论了非对易空间与规范场耦合的物质场的规范对称性。

We have chosen noncommutative gauge field theory, which is based on it, and ADHM construction as our main research direction, while also give attention to some related problems in the ordinary gauge field theory.

我们选择了以此为背景的非对易规范场论和ADHM构造作为主要的研究方向,同时也兼顾了通常规范场论的一些相关内容。

Then we formulates simple basic definition of fuzzy sphere, two kinds of quantum Hall effect and noncommutative Chern-Simons theory.

接着对模糊球、两种量子霍尔效应以及非对易Chern-Simons理论的基本概念作了简单的描述。

Author is a researcher in Noncommutative geometry

作者是一位研究人员在非交换几何

Soliton solutions in noncommutative field and the string theory often provide important clue for the behavior of nonperturbative and strong couple of the string theory.

非对易场和弦理论中的孤子解经常对弦理论的非微扰和强耦合行为的研究提供重要线索。

We also give a brief consideration about the renormalizability of NCQED. We should point out here that the reason why nonplanar diagrams appear in NCQED is thoroughly different from that in noncommutative scalar field theories.

最后我们还讨论了非对易规范场以及非对易规范场和费米场相互作用的最简单形式,对NCQED的两种不同处理方式以及NCQED的重整化等问题分别进行了研究。

The algebra of quaternions, the first noncommutative algebra was thus suddenly born.

四元数的代数,第一非交换的代数,就这样在一夜之间诞生了。

The algebra of quaternions, the first noncommutative algebra was thus suddenly born

四元数的代数,第一非交换的代数,就这样突然诞生了。

In the same time, after shortly review the Halclanes description of the quantum Hall effect on 2-sphere S2, we obtain the corresponding noncommutative algebra An and the Moyal structure of the Hilbert space.

同时在回顾了Haldane在二维球面S~2上对量子Hall效应的描述,我们构造了S~2的非对易代数及其Hilbert空间的Moyal结构。

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