Table 2.
Summary of global properties for the 16 designs in the general class of two-gene circuits
| Design identifier | Indices for the mode of controla | Phenotypic fractionb | No. of oscillatory phenotypes |
|---|---|---|---|
| D.1 | π1 =0, δ1 = 0, π3 = 0, δ3 = 0 | 6/16 | 0 |
| D.2 | π1 = 0, δ1 = 1, π3 = 0, δ3 = 0 | 10/36 | 0 |
| D.3 | π1 = 0, δ1 = 0, π3 = 0, δ3 = 1 | 15/36 | 1 |
| D.4 | π1 = 0, δ1 = 1, π3 = 0, δ3 = 1 | 25/81 | 2 |
| D.5 | π1 = 1, δ1 = 0, π3 = 0, δ3 = 0 | 4/16 | 0 |
| D.6 | π1 = 1, δ1 = 1, π3 = 0, δ3 = 0 | 10/36 | 0 |
| D.7 | π1 = 1, δ1 = 0, π3 = 0, δ3 = 1 | 10/36 | 0 |
| D.8 | π1 = 1, δ1 = 1, π3 = 0, δ3 = 1 | 25/81 | 1 |
| D.9 | π1 = 0, δ1 = 0, π3 = 1, δ3 = 0 | 9/16 | 1 |
| D.10 | π1 = 0, δ1 = 1, π3 = 1, δ3 = 0 | 15/36 | 2 |
| D.11 | π1 = 0, δ1 = 0, π3 = 1, δ3 = 1 | 15/36 | 2 |
| D.12 | π1 = 0, δ1 = 1, π3 = 1, δ3 = 1 | 25/81 | 4 |
| D.13 | π1 = 1, δ1 = 0, π3 = 1, δ3 = 0 | 6/16 | 0 |
| D.14 | π1 = 1, δ1 = 1, π3 = 1, δ3 = 0 | 15/36 | 1 |
| D.15 | π1 = 1, δ1 = 0, π3 = 1, δ3 = 1 | 10/36 | 0 |
| D.16 | π1 = 1, δ1 = 1, π3 = 1, δ3 = 1 | 25/81 | 2 |
a
The meaning of the π and δ symbols is described in the caption of Figure 1.
b
The phenotypic fraction is shown as the number of valid phenotypes divided by the maximum number of potential phenotypes.