代码搜索:Exponents

找到约 159 项符合「Exponents」的源代码

代码结果 159
www.eeworm.com/read/231007/14261458

m henonlp.m

function henonlp Zmax=[]; Zmin=[]; for p=linspace(0,1.4,300); x=[1;0;p;.3]; e=[1 0 0 1]; lp=0; for k=1:500 x=Henon(x); J=[-2*p*x(1) 1 .3
www.eeworm.com/read/231007/14261462

asv henon_lle_gs.asv

clear; close all; function henonlp Zmax=[]; Zmin=[]; for p=linspace(0,1.4,300); x=[1;0;p;.3]; e=[1 0 0 1]; lp=0; for k=1:500 x=Henon(x); J=[-2*p*x(
www.eeworm.com/read/283832/8986419

m run_lyap.m

[T,Res]=lyapunov(3,@lorenz_ext,@ode45,0,0.5,200,[0 1 0],10); plot(T,Res); title('Dynamics of Lyapunov exponents'); xlabel('Time'); ylabel('Lyapunov exponents');
www.eeworm.com/read/439954/7696684

m lorenzlp.m

% Lyapunov exponents of Lorenz function lorenzlp Z1=[]; Z2=[]; Z3=[]; global a; global b; global r; a=10;b=8/3; for r=linspace(0,500,80); y=[1;1;1;1;0;0;0;1;0;0;0;1]; lp=0; for
www.eeworm.com/read/242593/12997710

m henon.m

function X2=henon(X1) %HENON Henon map (a 2nd-order discrete system) % % x(n+1) = 1 - a*x(n)^2 + y(n) % y(n+1) = b*x(n) % % In this demo, a = 1.4, b = 0.3, % I
www.eeworm.com/read/308881/13688094

m run_lyap.m

[T,Res]=lyapunov(3,@lorenz_ext,@ode45,0,0.5,200,[0 1 0],10); plot(T,Res); title('Dynamics of Lyapunov exponents'); xlabel('Time'); ylabel('Lyapunov exponents');
www.eeworm.com/read/341336/6312444

m run_lyap.m

[T,Res]=lyapunov(3,@lorenz_ext,@ode45,0,0.5,200,[0 1 0],10); plot(T,Res); title('Dynamics of Lyapunov exponents'); xlabel('Time'); ylabel('Lyapunov exponents');
www.eeworm.com/read/347945/11624051

m degree.m

function deg=degree(p,y,e) %DEGREE Polynomial degree % % DEG = DEGREE(p,x,e) % % p : SDPVAR object. % x : Degree w.r.t linear SDPVAR objects, can be []. % e : If e=1, returns degree of each
www.eeworm.com/read/157329/11720007

m henon.m

function X2=henon(X1) %HENON Henon map (a 2nd-order discrete system) % % x(n+1) = 1 - a*x(n)^2 + y(n) % y(n+1) = b*x(n) % % In this demo, a = 1.4, b = 0.3, % I
www.eeworm.com/read/342281/12032056

m henon.m

function X2=henon(X1) %HENON Henon map (a 2nd-order discrete system) % % x(n+1) = 1 - a*x(n)^2 + y(n) % y(n+1) = b*x(n) % % In this demo, a = 1.4, b = 0.3, % I