Table 2 Summary of global properties for the 16 designs in the general class of two-gene circuits

From: Elucidating the genotype–phenotype map by automatic enumeration and analysis of the phenotypic repertoire

Design identifier

Indices for the mode of control a

Phenotypic fraction b

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

  1. aThe meaning of the π and δ symbols is described in the caption of Figure 1.
  2. bThe phenotypic fraction is shown as the number of valid phenotypes divided by the maximum number of potential phenotypes.
Back to article page