Nonlinear dynamics and chaos theory: its application to economicsHartmut Kiehling
9.2 Simple Properties of the Lorenz Equations/Lorenz方程的简单性质 319 9.3 Chaos on a Strange Attractor 325 9.4 Lorenz Map 333 9.5 Exploring Parameter Space 337 9.6 Using Chaos to Send Secret Messages 342 Exercises for Chapter 9 348 10 One-Dimensional Maps 355 10.0 Introduction 355 10.1 Fixed P...
NONLINEARDYNAMICSANDCHAOSTOPICSCOVERED1.IntroductionDynamics:howthingschangeintimeDifferentialequationsvs.differenceequationsODEvsPDE,autonomouscoupledsystemsofODE’sNonlinearLinearityandtheSuperpositionPrincipleLinearizationofnonlinearproblemsChaosLong-timebehaviourin1D,2D,3D(briefsurvey)2.Flowsin1DExactsolutions:separa...
作者:Wiercigroch, Marian 出版年:2000-5 页数:464 定价:$ 187.58 ISBN:9789810229276 豆瓣评分 目前无人评价 评价: 推荐 内容简介· ··· A vast development of nonlinear dynamics and chaos theory recently led to the publication of many books. The main objective of this volume is to provide a ge...
Optical nonlinearities, such as thermo-optic mechanisms and free-carrier dispersion, are often considered unwelcome effects in silicon-based resonators and, more specifically, optomechanical cavities, since they affect, for instance, the relative detunin
Nonlinear Dynamics And Chaos 作者:Steven H. Strogatz 出版社:Westview Press 副标题:With Applications To Physics, Biology, Chemistry, And Engineering 出版年:2001-1-19 页数:512 定价:USD 60.00 装帧:Paperback ISBN:9780738204536 豆瓣评分 9.5 73人评价...
Nonlinear Dynamics and Chaos Theory: Concepts and Applications Relevant to Pharmacodynamics The theory of nonlinear dynamical systems (chaos theory), which deals with deterministic systems that exhibit a complicated, apparently random-looking beha... A Dokoumetzidis,IP Macheras - 《Pharmaceutical Research...
Several topics related to the dynamics of fractional-order neural networks of Hopfield type are investigated, such as stability and multi-stability (coexistence of several different stable states), bifurcations and chaos. The stability domain of a steady state is completely characterized with respect to...
NDPLS 自 1997 年起是心理学与生命科学混沌理论学会的官方季刊研究期刊。NDPLS 发表关于吸引子、分叉、混沌、分形、孤子、灾难、自组织过程和涌现、幂律的原创理论和实证研究分布、元胞自动机、基于代理的模型、遗传算法、基于代理的模型、社会和神经网络，应用于心理学、生物学、管理学、经济学以及其他社会和生命科...