Figures & data
Figure 2. Projected on the xy-plane the set of interior Nash equilibrium points together with four instances selected from the one parameter family of invariant surfaces for selected values of a. Notice how y tends to 1 as a increases.
![Figure 2. Projected on the xy-plane the set of interior Nash equilibrium points together with four instances selected from the one parameter family of invariant surfaces for selected values of a. Notice how y tends to 1 as a increases.](/cms/asset/9e183df8-1d06-4141-bfbd-721cb999cd42/tjbd_a_1473645_f0002_c.jpg)
Figure 3. I run 110,000 rounds of the discrete model given by Equation (Equation17(17a)
(17a) ) with initial conditions x=.8 (near complete selfishness), y=.1 (near complete defector), and z=.4 with e=1 and c=.1. As in the continuous case, y tends to 1 and x,z to
.
![Figure 3. I run 110,000 rounds of the discrete model given by Equation (Equation17(17a) xi+1=max0,min{1,(1−2zi+c)h},(17a) ) with initial conditions x=.8 (near complete selfishness), y=.1 (near complete defector), and z=.4 with e=1 and c=.1. As in the continuous case, y tends to 1 and x,z to .5.](/cms/asset/a248ce81-59e9-4891-957b-2ac9134300b9/tjbd_a_1473645_f0003_c.jpg)
Figure 4. Pairwise dynamics of 110,000 rounds of the discrete model given by Equation (Equation17(17a)
(17a) ) with initial conditions x=.8, y=.1, and z=.4 with e=1 and c=.1.
![Figure 4. Pairwise dynamics of 110,000 rounds of the discrete model given by Equation (Equation17(17a) xi+1=max0,min{1,(1−2zi+c)h},(17a) ) with initial conditions x=.8, y=.1, and z=.4 with e=1 and c=.1.](/cms/asset/6a778cb8-2a23-46d4-a7b9-9f1c807061bf/tjbd_a_1473645_f0004_c.jpg)