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function
- 我编写的Lotka解微分方程组的程序，可以解决方程组的微分数值计算，希望可以给大家起到借鉴作用
function
- 我编写的Lotka解微分方程组的程序，可以解决方程组的微分数值计算，希望可以给大家起到借鉴作用-I prepared solution of differential equations Lotka procedures can solve the differential equations numerical calculation, I hope everyone can learn from the role played
differentattractors
- This a collection of simulink blocks implementing simple nonlinear dynamical systems that generate attractors. Two types of general 3D simulink scopes (coded in the s-functions sfunxyz.m and sfunxyzd.m) are used to
FOChS
- matlab程序模拟微分方程。各种流行的系统显示混沌运动特征。-This toolbox contains the functions which can be used to simulate some of the well-known fractional order chaotic systems, such as: - Chen s system, - Arneodo s system, - Genesio-Tes
higher-order-Runge-Kutta
- 龙格库塔4阶法处理捕食者与被捕食者生存数量关系-higher order Runge-Kutta Lotka-Volterra equations
dynamical_system_matlab
- oscil.m - matlab, this is file-function for modeling Lotka-Volterra dynamical system nezatSt.m - program for modeling-oscil.m - matlab, this is file-function for modeling Lotka-Volterra dynamical system nezatSt.m -
ordinary-differential-equation
- 本次课程设计中，主要讨论了常微分方程的初值问题数值解法。文章主要分3大块，分别是：1.简单介绍几种常微分方程的初值问题数值解的求法，给出其算法流程图和相应matlab程序。2.通过运用典型的数值解法如Eulor方法，改进Eulor方法，Runge-Kutta方法求解具体常微分方程并分析对比方法收敛阶、稳定性。3.进一步去用以上三种方法求解Lotka-Volterra方程，分析食饵与捕食者模型，得出相关结论。-The curriculum
FOChS
- This toolbox contains the functions which can be used to simulate some of the well-known fractional order chaotic systems, such as: - Chen's system, - Arneodo's system, - Genesio-Tesi's system, - Lorenz's system, -
Lotka-volterra model
- 多参数描述Lotka-volterra 捕食者猎物曲线模型(Multi parameter descr iption of Lotka-volterra predator prey curve model)