规范场

SU（2）规范场的弦型特解

The string particular solutions of Su ( 2 ) gauge field

同步球对称静态SU2规范场磁性解

The Magnetic Solution of the Synchronous Sphere-symmetric Static SU_2 Gauge Field

具有混合作用量的Z（4）格点规范场相结构的解析研究

An analytical study of lattice z ( 4 ) gauge theory with generalized action

SUN规范场中的U1规范场和其对偶荷的量子化数值

The u_1 gauge field in a su_n gauge field and the quantized values of dual charges

关于SU（2）规范场的结构

On the structure of su ( 2 ) gauge field

ISO（3,1/N）超引力中引力规范场的量子化

Quantization of gravitational gauge fields in ISO ( 3,1 / n ) supergravity

TripletCode模型和规范场

Triplet Code Model and the Gauge Fields

球对称的SU2规范场和磁单极的规范场描述

On spherically symmetric su_2 gauge fields and monopoles

SU（2）纯格点规范场热力学非对称点阵Monte-Carlo模拟

Monte-Carlo Simulation on Asymmetric Lattices for SU ( 2 ) Gauge Field Thermodynamics

2＋1维SU（2）规范场真空波函数的研究

Vacuum Wave Function Study of 2 + 1 Dimensional SU ( 2 ) Gauge Field

2＋1维SU（3）格点纯规范场的真空态计算

Calculation of Vacuum State for 2 + 1-Dimensional SU ( 3 ) Lattice Gauge Theory

2+1维SU（3）格点纯规范场真空波函数的收敛性

Convergent Behaviors of Vacuum Wave Function in 2 + 1-D SU ( 3 ) LGT

对称三值电流型CMOS电路设计球对称SU（2）规范场及其源流结构

DESIGN OF SYMMETRIC TERNARY CURRENT - MODE CMOS CIRCUITS The Spherically Symmetric Gauge Fields and Their Current Construction

用改进的格点哈密顿量计算2+1维U（1）规范场真空波函数

Calculation of the Vacuum Wave Function in 2 + 1 Dimensional U ( 1 ) Gauge Theory by Using the Improved Lattice Hamiltonian

（2十1）维SU（2）格点规范场胶球质量的解析计算

Analytic calculation of Glueball Mass In ( 2 + 1 ) - D SU ( 2 ) Lattice Gauge Theory

SU（2）规范场分解与Bose-Einstein凝聚体中的环流条件

Decomposition of the SU ( 2 ) Gauge Field and Circulation Condition of the Bose - Einstein Condensate

2+1维SU（2）格点规范场胶球波函数的高阶RPA计算

Higher Order RPA Calculation of the Glueball Wave Function in 2 + 1-D SU ( 2 ) LGT

SU（2）规范场的弦型特解两种DeSitter引力的引力规范场方程

THE STRING PARTICULAR SOLUTIONS OF SU ( 2 ) GAUGE FIELD Two Types of Gravitational Gauge Field Equations of de Sitter Gravity

SU（2）格点规范场热力学Monte-Carlo模拟的改进&实现连续物理极限的一种途径

Improvement of thermodynamical Monte Carlo simulation in su ( 2 ) pure lattice gauge field theory & an approach to continuum physics limit

Poincaré引力规范场和1/2自旋粒子的运动

Poincar é gauge field of gravitation and the motion of spin 1 / 2 particle

四维欧氏空间自对偶SU（2）规范场的扩展二重Backlund变换

Extended Doublc Backlund Transformations of the Self - Dual SU ( 2 ) Gaugc Fields on Four-Dimensional Euclidian Space

具体而言，我们在准拓扑引力理论中的AdS黑洞背景下，通过引入标量场和Yang-Mills规范场，分别构建了全息s波和p波超导模型。

Specifically , by introducing scalar field and Yang-Mills gauge field in an AdS black hole background , we study the holographic s-wave and p-wave superconductor models respectively .

本文结果表明，改进的MK变换在讨论规范场理论的非微扰特性方面是方便而有效的。

The results of this work show that the improved MK transformation is convenient to non-perturbative studies of gauge fields .

Gupta最近所提出的关于规范场量子化的处理方案，计算了N-O模型弦型解附近的量子展开.在特殊情况下可以求出量子激发态的本征值。

Gupta , we calculate the quantum expansion around the vertex type solution of N-O model .

本文我们讨论有静态外源时SU（2）和SU（3）规范场静态解的时间依赖关系。

In this paper , we discussed the time-dependence of the static solution of SU ( 2 ) and SU ( 3 ) gauge theory at the presence of static extended source .

考虑无质量费米场和规范场的Pauli相互作用项的系统，在这一理论中耦合常数为无量纲量。

We consider a massless fermion interacting with the gauge field by Pauli interaction in which the coupling constant is dimensionless .

分别采用相连重叠图、相连空心图方法展开波函数，研究2+1维SU（3）格点规范场真空波函数的收敛性。

The methods of connected overlapped Wilson graphs and connected hollow Wilson graphs are adopted respectively to investigate convergent behaviors of vacuum wave function in 2 + 1-D SU ( 3 ) lattice gauge theory .

本文从最一般形式的主丛右移不变度规出发，得到规范场主丛的Riemann－Christoffel标量曲率。

Starting from the most general form of the right-translation invariant metric on a principal fibre bundle , we obtain its Riemann-Christoffel scalar curvature .

规范场-鬼场固有顶角的Ward-Takahashi恒等式

Ward-takahashi identities for gauge . ghost field proper vertices

本文利用重整化群技术讨论了在SU（N）标量场和规范场模型中真空期望值随能量变化的关系，以及对称性相应的相变形式.另外，对于（？）

The renormalization group technique is used in discussing the variation of the vacuum expected value of scalar fields with energy in the models of SU ( N ) scalar field and gauge field and the corresponding phase transition form during variation .