Table 6

Regulation of subsystems in the segment polarity network model

Subsystem

Regulation set

S_A

= {S_A, S_B1, S_C1}

= {S_A, S_B2, S_C1}

= {S_A, S_B1, S_C2}

= {S_A, S_B2, S_C2}

S_B1

= {S_A, S_B1}

S_B2

= {S_A, S_B2, S_E2}

= {S_A, S_B2, S_C2, S_F1, S_G1}

S_C1

= {S_A, S_C1}

S_C2

= {S_A, S_C2, S_D2}

= {S_A, S_B2, S_C2, S_F1, S_G1}

S_D1

= {S_D1, S_H1, S_J2}

S_D2

= {S_D2}

= {S_B1}

= {S_E1}

= {S_A, S_C2, S_F1}

S_E1

= {S_E1, S_I1, S_J2}

S_E2

= {S_E2}

= {S_C1}

= {S_D1}

= {S_A, S_B2, S_G1}

S_F1

= {S_B2, S_C1}

= {S_A, S_C2, S_F1}

S_F2

= {S_F2, S_H2}

= {S_B1, S_C1}

S_G1

= {S_B1, S_C2}

= {S_A, S_B2, S_G1}

S_G2

= {S_G2, S_I2}

= {S_B1, S_C1}

S_H1

= {S_B2, S_C1}

S_H2

= {S_B1}

= {S_E1}

= {S_A, S_C2, S_F1}

S_I1

= {S_B1, S_C2}

S_I2

= {S_C1}

= {S_D1}

= {S_A, S_B2, S_G1}

S_J1

= {S_A, S_B2, S_C2, S_F1, S_G1}

S_J2

= {S_B1}

= {S_C1}

= {S_F2, S_G2}

Table showing the sets of subsystem collections responsible for regulating each individual subsystem S_y. Each row shows a collection of subsystems () that can trigger the occurrence of S_y.

Irons and Monk BMC Bioinformatics 2007 8:413   doi:10.1186/1471-2105-8-413