Non-perturbative renormalization group analysis of the chiral critical behavior in QED

Aoki K; Morikawa K; Sumi J; Terao H; Tomoyose M

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Non-perturbative renormalization group analysis of the chiral critical behavior in QED

机译：QED中手性临界行为的非扰动重整化组分析

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We study the chiral critical behavior of QED using non-perturbative renormalization group (NPRG). Taking account of the non-ladder contributions, our flow equations are free from the gauge parameter alpha dependence. We clarify the chiral phase structure and calculate the anomalous dimension of <(psi)over bar>psi, which is enhanced compared to the ladder approximation. We find that the cutoff scheme dependence of the physical results is very small.

机译：我们使用非扰动重归一化组（NPRG）研究了QED的手性临界行为。考虑到非梯形图的影响，我们的流量方程不受仪表参数alpha依赖性的影响。我们弄清手性相结构并计算si> bar> psi的异常尺寸，与梯形近似相比，该尺寸得到了增强。我们发现，物理结果的截止方案依赖性很小。

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《Progress of Theoretical Physics》 |1997年第3期|共11页
作者
Aoki K; Morikawa K; Sumi J; Terao H; Tomoyose M;
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正文语种 eng
中图分类理论物理学;
关键词
SCHWINGER-DYSON EQUATION; YANG-MILLS THEORY; SYMMETRY-BREAKING; QUANTUM ELECTRODYNAMICS; EFFECTIVE LAGRANGIANS; CRITICAL EXPONENTS; GAUGE-INVARIANCE; BRS SYMMETRY; GROUP FLOW; SCALE;

机译：SCHWINGER-DYSON方程;杨-米尔斯理论;对称破裂;量子电动力学;有效拉格朗日学;临界指数;量规不变;BRS对称性;群流量;标度;

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专利

1. Non-perturbative renormalization group analysis of the chiral critical behavior in QED [J] . Aoki K, Morikawa K, Sumi J, Progress of Theoretical Physics . 1997,第3期

机译：QED中手性临界行为的非扰动重整化组分析
2. Weak solution of the non-perturbative renormalization group equation to describe dynamical chiral symmetry breaking [J] . Daisuke Sato, Ken-Ichi Aoki, Shin-Ichiro Kumamoto Prog. Theor. Exp. Phys. . 2014,第4期

机译：非扰动重整化群方程的弱解，用于描述动态手性对称破坏
3. Weak solution of the non-perturbative renormalization group equation to describe dynamical chiral symmetry breaking [J] . Daisuke Sato, Ken-Ichi Aoki, Shin-Ichiro Kumamoto Prog. Theor. Exp. Phys. . 2014,第4期

机译：非扰动重整化群方程的弱解，用于描述动态手性对称破坏
4. A New Method of Evaluating the Dynamical Chiral Symmetry Breaking Scale and the Chiral Restoration Temperature in General Gauge Theories by Using the Non-Perturbative Renormalization Group Analyses with General 4-Fermi Effective Interaction Space [C] . Ken-Ichi Aoki, Daisuke Sato, Kazuhiro Miyashita International Workshop on Perspectives of Strong Coupling Gauge Theories . 2011

机译：一种新的方法，通过使用非捕获性重整组分析通过4-FERMI有效互动空间分析了一般规格理论中的动态手性对称破碎尺度和手性修复温度
5. Critical phenomena with renormalization group analysis of a hierarchical model of financial crashes. [D] . Wu, Tian Kuang Tim. 2012

机译：重新规范化的关键现象对金融崩溃的层次模型进行了分组分析。
6. Critical Behavior and Macroscopic Phase Diagram of the Monoaxial Chiral Helimagnet Cr1/3NbS2 [O] . Eleanor M. Clements, Raja Das, Ling Li, -1

机译：单轴手性直升机Cr1 / 3NbS2的临界行为和宏观相图
7. Non-Perturbative Renormalization Group Analysis of the Chiral Critical Behaviors in QED [O] . Aoki, Ken-Ichi, Morikawa, Keiichi, Sumi, Jun-Ichi, 1997

机译：手性临界点的非扰动重整化群分析 QED中的行为
8. New MCRG (Monte Carlo Renormalization Group) Calculation of the Critical Behavior of the 3D Ising Model - Preliminary Results. [R] . Baillie, C. F., Barish, K. N., Gupta, R., 1989

机译：新的mCRG（蒙特卡罗重整化群）计算3D Ising模型的临界行为 - 初步结果。

Non-perturbative renormalization group analysis of the chiral critical behavior in QED

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