epub |eng | | Author:Trachette Jackson & Ami Radunskaya

Our analysis of the phase model predicts that in this same network, two stable 8-cluster solutions exist with phase difference between nearest neighbors (see Table 2). In these solutions, each ...

epub |eng | | Author:Michael Reissig & Michael Ruzhansky

and evaluate the derivatives of the function (24): By setting t=T=4ℓ(n+1) and by using the terminal conditions (25), we obtain The half-sum and half-difference of the last two relations provide ...

epub |eng | | Author:César Pérez López

>> [X,Y] = meshgrid(-2:0.05:2); Z=X^2-Y.^2; subplot(2,2,1) surf(X,Y,Z) subplot(2,2,2) surf(X,Y,Z),view(-90,0) subplot(2,2, 3 ) surf(X,Y,Z),view(60,30) subplot(2,2,4) surf(X,Y,Z), view (- 10, 30) >> [X,Y]=meshgrid(-2:0.05:2); Z=X.^2-Y.^2; surf(X,Y,Z),shading interp,brighten(0.75),colormap(gray(5)) Exercise 4-1 Represent the surface defined ...

epub |eng | | Author:Yuri A. Melnikov

as well as This reduces the equation in (4.49) to (4.50) The relations in (4.46) and (4.50) represent a system of linear algebraic equations in and . The system is ...