This paper introduced nonlinear science fractal to deposit modeling.
本文将非线性科学分形引入到矿床建模中来。
Discovery of chaos is one of important achievements in nonlinear science.
混沌发现是非线性科学最重要的成就之一。
One of the most important achievements in nonlinear science is the cognition of chaos.
目前非线性科学最重要的成就之一就在于对混沌现象的认识。
Controlling chaos is a new research field focusing on the application of nonlinear science.
混沌控制是非线性科学应用的新研究领域。
Leading nonlinear science into rock mechanics, it has great theory and realistic meaning in studying.
科学引入岩石力学研究中具有重大的理论意义和现实意义。
Since the application of nonlinear science to seismological science in 1982, significant progress have been achieved.
自1982年中国把非线性科学应用于地震科学以来，已取得了很大进展。
Then, the writer analyzed the basis of current Architectural Plan and evaluated current theory from the stand point of Nonlinear Science.
然后分析目前的建筑策划涵义科学基础并从建筑活动的非线性角度作以评价；
Chaotic cryptography is an interdisciplinary subject of nonlinear science and information science, which has been widely studied by many scholars.
混沌密码学是非线性科学和信息科学的交叉学科，近些年来得到了众多学者的广泛研究。
The theories of bifurcation and catastrophe in nonlinear science are used to study the dynamic mechanism of instability of gas flow in broken rock.
采用非线性分岔及突变理论研究破碎岩体中气体渗流失稳的动力学机制。
Recent several decades, with the development of nonlinear science and complexity science, another important and universal distribution was discovered. That is the power-law.
随着最近几十年来非线性科学和复杂性科学研究的不断深入，发现了一些新的普适的规律，其中最引人注目的一个规律就是幂律。
The causes and essence of the torsional oscillation of large turbogenerator which consider as a kind of complex open system was investigated by using nonlinear science theory.
将大型汽轮发电机系统作为一类复杂开放系统，基于非线性科学分析了该系统的动力学特性，论述了该系统轴系扭振的原因及其本质。
In particular, nonlinear science can be studied with daily macroscopic system with ordinary tools, such as a camera of a copying machine, making it accessible to almost everybody.
特别是，可以研究非线性科学与每天与普通工具，如复印机的一个摄像头，宏观体系，使几乎每个人都能够访问。
More and more complex nonlinear problems appear in Modem Science and Technology, with large gradients or discontinues in local region.
现代科学技术中出现了大量复杂的非线性问题，其中大部分在局部有大梯度甚至不连续的特点。
In the last decade, nonlinear difference equation theory has been widely applied in the discrete models of computer science, economy, neutral net, ecology and control theory.
几十年来，非线性差分方程理论已广泛应用于计算机科学、经济学、神经网络、生态学及控制论等学科中出现的离散模型。
The nonlinear dynamics as a science aims at exploring complexity and which provides an innovative way of understanding the real, complicated systems.
非线性动力学是一门旨在探索复杂性的科学，它提供了一套崭新的理解真实、复杂系统的概念和方法。
The nonlinear theory is a new developing frontier science which describes the complex systematic structure shape which has a random structure.
非线性理论是描述具有无规结构的复杂系统结构形态的一门新兴边缘科学。
His specialties are condensed matter physics, optics (linear and nonlinear), and materials science.
专业是凝态物理、光学(线性和非线性)以及材料科学。
It is proved by modern science that the past cannot be equivalent to the future. The chaos theory has revealed the difficulty to foresee the long - term behavior of nonlinear system.
现代科学证明过去与来来不是等价的，混沌理论说明了非线性系统长期行为的难预测性。
This paper briefs complicated phenomena in nonlinear dynamics, computer science, biology, social economy and mental world.
本文简扼地介绍了非线性动力学、计算机科学、生物学、社会经济和精神世界中的复杂现象。
Relying on the science of chaos theory, the essence of human mind is nonlinear, and the chaotic mental status is a dynamical foundation which can bring about more advanced orderly structure.
按照混沌理论的观点，人的心理的本质是非线性的，而心理的混沌状态则是导致更高阶段有序结构出现的动力学基础。
The chaotic analysis method, one of the nonlinear dynamics research methods had been used in many science fields.
非线性动力学研究方法之一的混沌分析方法在许多科学领域都得到了应用。
Nonlinear phenomena are general problems in every field of engineering technology, science research, natural world and human society activities.
非线性现象是在工程技术、科学研究以至自然界及人类社会活动的各个领域普遍存在的问题。
In this paper, a singular nonlinear elliptic boundary value problem which is very important in applied science and pure theory was discussed by the method of perturbation, sub-and super-solution.
本文利用摄动方法和上下解方法，讨论了一类奇异非线性椭圆边值问题，它具有很好的应用背景和理论意义。
The presentation of a variety of methods and viewpoints can be used in the study of a fairly broad spectrum of nonlinear dynamical phenomena in science and engineering.
本课程所授方法和观点能应用于科学和工程中较广范围的非线性动力学现象的研究。
The nonlinear problems have played and will continue to play important roles in science and engineering.
非线性问题在科学和工程中起着重要的作用。
The nonlinear problems have played and will continue to play important roles in science and engineering.
非线性问题在科学和工程中起着重要的作用。
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