The paper will probe into origins of three features of complex networks and underlying mechanism of their relation using renormalization and box-covering method. 将结合重整化群和盒计数方法,探讨对复杂网络的这三个特征的产生机理和它们之间相互关系的内在机制。
The Renormalization Mixture Loop Chain Diagram Propagator in the SU ( 2) Model and the Differential Cross-section of the Proton-neutron Elastic Scattering SU(2)模型中的介子重整化混合圈链图传播子及其p+n→p+n微分截面
Concepts such as matching, renormalization, the operator product expansion, power counting, and running with the renormalization group will be discussed. 我们将讨论诸如匹配,重整化,算符乘积展开,幂次计数,和重整化群跑动等概念。
Monte Carlo Simulation of Real Space Renormalization Ising模型实空间重正化的MonteCarlo模拟
Wilson's renormalization group transformation 威尔逊重正化变换群
Scaling Properties of White's Renormalization Group Theory of Fluid White流体重整化群理论的标度性质
The purpose of this course is not only to give students a deeper understanding of thermodynamics and the principles of equilibrium statistical mechanics, but also to introduce them to the modern topics, such as Monte Carlo samplings, the renormalization group theory, and the fluctuation-dissipation theorem. 课程的目的是希望能让同学,除了对于热力学与平衡统计力学原理,有更深刻的了解外,能进一步接触到许多重要的课题,这包括蒙地卡罗取样、重整化群理论、与扰动-耗散定理。
A New Wave-Function Renormalization Prescription for Unstable Particles 不稳定粒子的一种新的波函数重整化方案
The Application of the Density Matrix Renormalization Group to the Spin-boson Model 密度矩阵重整化群在自旋&玻色子模型中的应用
Research on Renormalization Group Solution of Complex Systems Evolutional Equation 复杂系统演化方程的重正化群解研究
The critical properties of a quenched site-correlated percolation system is treated by real-space renormalization group method. 本文用实空间重整化群方法处理有粹灭关联的渗流系统。
As an example, we app it to calculate the thermodynamic potential of two-loop QED and the renormalization. 作为应用的例子,计算了QED的双圈热力学势及其重整化。
Dynamical real-space renormalization group technique suitable for arbitrary spin systems 适合于任意自旋系统的动力学实空间重整化群技术
Renormalization theory for non-Abelian gauge field theories& on the 1999 Nobel Prize for Physics 非阿贝尔规范场的重整化理论&1999年诺贝尔物理学奖介绍
Renormalization group solution for the Ising model using square block spin 采用正方元胞的Ising模型实空间重正化群解
The renormalization group method is used to study the randomness and connectivity of the failture for coal floor element. 利用重整化群方法研究煤层底板岩层单元体破裂的随机性和关联性。
On application of renormalization group method in stability analysis of waste dump on mines 重整化群法在矿山排土场稳定性分析中的应用
The numerical solutions of the Thermal Renormalization Group equations show that the coupling constant runs with temperature. 热重整化群方程的数值解表明热标量场的耦合常数随温度跑动。
The content of this paper includes: 1. Using the methods of Fourier transformation and moment-space renormalization group, we studied the critical behaviour of the Gauss model on a two-dimensional triangular lattice, the critical point and the critical exponents are calculated. 利用傅立叶变换和动量空间重整化群变换的方法,研究了二维三角晶格上Gauss模型的相变和临界性质,求出了系统的临界点和临界指数。
In the mean time, the theory of renormalization group is got developing rapidly. 与此同时重整化群理论也得到了迅速的发展。
We presented the extraction of Wilson coefficients, the evolvement of the renormalization group and the definition and current experimental progress of CP violation of B meson. 介绍了Wilson系数的抽取和重整化群演化,B介子系统CP破坏的定义和实验测量现状,给出了相关的理论公式,并对目前和未来的B介子实验做了简要的评述。
An effective numerical solution of renormalization group equations is introduced, and compared with the traditional solution of polynomial expansion. 介绍了重正化群方程的一种有效的数值解法,并与多项式展开的传统解法作了比较。
This paper describes the self-similarity model of complex networks based on renormalization procedure. 描述了基于重构性的复杂网络自相似模型。
We study the two-dimension triangular-bond lattice percolation with next-nearest-neighbor interactions on the renormalization group approach as well. 另外,我们采用位置空间重整化群方法,对二维次近邻三角格子键渗流模型进行了研究。
A new renormalization mathematics method of treating linear or nonlinear questions is used in solving parallel-kinetic equation in collision plasmas. 用一种新的处理线性或非线性方程的重整化数学方法求解了碰撞等离子体中的平行动力学方程。
Research on Phase Transition and Critical Phenomena of Two Lattice with Different Symmetry Using Renormalization Group 用重整化群方法研究两种具有不同对称性的晶格的相变和临界现象
Using the field theory and renormalization group theory, we have studied the Casimir effect of a infinite film system in the whole critical range. 利用场论和重整化群方法,我们研究了无穷大平板系统全临界区间的Casimir效应。
By using renormalization operators to reflect the many-body interactions in the system, a characteristic temperature T is obtained. 通过引入重整化算符反映系统中的多体作用,得到了一个特征温度T~。
Finally, we consider the biexciton energy renormalization influence on the system absorption and the slow light. 最后分析了双激子能量重整化对系统吸收谱和慢光系数的影响。
The third is that the renormalization study of parallel dynamic equation. 再次是平行动力学方程的重整化研究。