连续和离散动力系统引论
￥ 186 9.3折 ￥ 199 九五品
仅1件
作者R.Clark,Robinson 著
出版社高等教育出版社
ISBN9787040470093
出版时间2017-04
版次1
装帧精装
开本16开
纸张胶版纸
页数733页
字数99999千字
定价199元
上书时间2024-03-26
商品详情
- 品相描述：九五品
- 商品描述
-
基本信息
书名:连续和离散动力系统引论
定价：199.00元
作者:R.Clark,Robinson 著
出版社：高等教育出版社
出版日期：2017-04-01
ISBN：9787040470093
字数：1175000
页码：733
版次：1
装帧：精装
开本：16开
商品重量：
编辑推荐
内容提要
目录
PrefaceHistorical ProloguePart 1． Systems of Nonlinear Differential EquationsChapter 1． Geometric Approach to Differential EquationsChapter 2． Linear Systems2．1． Fundamental Set of SolutionsExercises 2．12．2． Constant Coefficients： Solutions and Phase PortraitsExercises 2．22．3． Nonhomogeneous Systems： Time-dependent ForcingExercises 2．32．4． ApplicationsExercises 2．42．5． Theory and ProofsChapter 3． The Flow： Solutions of Nonlinear Equations3．1． Solutions of Nonlinear EquationsExercises 3．13．2． Numerical Solutions of Differential EquationsExercises 3．23．3． Theory and ProofsChapter 4． Phase Portraits with Emphasis oFixed Points4．1． Limit SetsExercises 4．14．2． Stability of Fixed PointsExercises 4．24．3． Scalar EquationsExercises 4．34．4． Two Dimensions and NullclinesExercises 4．44．5． Linearized Stability of Fixed PointsExercises 4．54．6． Competitive PopulationsExercises 4．64．7． ApplicationsExercises 4．74．8． Theory and ProofsChapter 5． Phase Portraits Using Scalar Functions5．1． Predator-Prey SystemsExercises 5．15．2． Undamped ForcesExercises 5．25．3． Lyapunov Functions for Damped SystemsExercises 5．35．4． Bounding FunctionsExercises 5．45．5． Gradient SystemsExercises 5．55．6． ApplicationsExercises 5．65．7． Theory and ProofsChapter 6． Periodic Orbits6．1． Introductioto Periodic OrbitsExercises 6．16．2． Poincare-BendixsoTheoremExercises 6．26．3． Self-Excited OscillatorExercises 6．36．4． Andronov-HopfBifurcationExercises 6．46．5． Homoclinic Bifurcation……Part 2． Iteratioof Functions
作者介绍
序言
PrefaceHistorical ProloguePart 1． Systems of Nonlinear Differential EquationsChapter 1． Geometric Approach to Differential EquationsChapter 2． Linear Systems2．1． Fundamental Set of SolutionsExercises 2．12．2． Constant Coefficients： Solutions and Phase PortraitsExercises 2．22．3． Nonhomogeneous Systems： Time-dependent ForcingExercises 2．32．4． ApplicationsExercises 2．42．5． Theory and ProofsChapter 3． The Flow： Solutions of Nonlinear Equations3．1． Solutions of Nonlinear EquationsExercises 3．13．2． Numerical Solutions of Differential EquationsExercises 3．23．3． Theory and ProofsChapter 4． Phase Portraits with Emphasis oFixed Points4．1． Limit SetsExercises 4．14．2． Stability of Fixed PointsExercises 4．24．3． Scalar EquationsExercises 4．34．4． Two Dimensions and NullclinesExercises 4．44．5． Linearized Stability of Fixed PointsExercises 4．54．6． Competitive PopulationsExercises 4．64．7． ApplicationsExercises 4．74．8． Theory and ProofsChapter 5． Phase Portraits Using Scalar Functions5．1． Predator-Prey SystemsExercises 5．15．2． Undamped ForcesExercises 5．25．3． Lyapunov Functions for Damped SystemsExercises 5．35．4． Bounding FunctionsExercises 5．45．5． Gradient SystemsExercises 5．55．6． ApplicationsExercises 5．65．7． Theory and ProofsChapter 6． Periodic Orbits6．1． Introductioto Periodic OrbitsExercises 6．16．2． Poincare-BendixsoTheoremExercises 6．26．3． Self-Excited OscillatorExercises 6．36．4． Andronov-HopfBifurcationExercises 6．46．5． Homoclinic Bifurcation……Part 2． Iteratioof Functions
-
【封面】
相关推荐
— 没有更多了 —
以下为对购买帮助不大的评价