Figure 1
The track of the states \(\pmb{x_{1}}\) , \(\pmb{x_{2}}\) , \(\pmb{y_{1}}\) , and \(\pmb{y_{2}}\) for \(\pmb{\tau_{1}=1.3500<1.3785=\tau_{10}}\) .
Theory and Modern Applications
Figure 1 | Advances in Difference Equations
Theory and Modern Applications
The track of the states \(\pmb{x_{1}}\) , \(\pmb{x_{2}}\) , \(\pmb{y_{1}}\) , and \(\pmb{y_{2}}\) for \(\pmb{\tau_{1}=1.3500<1.3785=\tau_{10}}\) .