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Table 1 Boolean regulating functions of normal mammalian cell cycle [51]. In the Boolean functions {AND, OR, NOT}={∧,∨,−}

From: Incorporating biological prior knowledge for Bayesian learning via maximal knowledge-driven information priors

Gene

Node name

Boolean regulating function

CycD

v 1

Extracellular signal

Rb

v 2

\((\overline {v_{1}}\wedge \overline {v_{4}} \wedge \overline {v_{5}} \wedge \overline {v_{10}})\vee (v_{6}\wedge \overline {v_{1}}\wedge \overline {v_{10}})\)

E2F

v 3

\((\overline {v_{2}}\wedge \overline {v_{5}} \wedge \overline {v_{10}})\vee ({v_{6}} \wedge \overline {v_{2}}\wedge \overline {v_{10}})\)

CycE

v 4

\(({v_{3}}\wedge \overline {v_{2}})\)

CycA

v 5

\(({v_{3}}\wedge \overline {v_{2}} \wedge \overline {v_{7}} \wedge \overline {(v_{8}\wedge v_{9})})\vee (v_{5}\wedge \overline {v_{2}}\wedge \overline {v_{7}}\wedge \)

  

\(\overline {(v_{8}\wedge v_{9})})\)

p27

v 6

\((\overline {v_{1}}\wedge \overline {v_{4}} \wedge \overline {v_{5}} \wedge \overline {v_{10}})\vee (v_{6}\wedge \overline {(v_{4}\wedge v_{5})}\wedge \overline {v_{10}}\wedge \overline {v_{1}})\)

Cdc20

v 7

v 10

Cdh1

v 8

\((\overline {v_{5}}\wedge \overline {v_{10}}) \vee ({v_{7}}) \vee {(v_{6}\wedge \overline {v_{10}})}\)

UbcH10

v 9

\((\overline {v_{8}})\vee ({v_{8}}\wedge {v_{9}} \wedge ({v_{7}\vee {v_{5}}\vee {v_{10}}}))\)

CycB

v 10

\((\overline {v_{7}}\wedge \overline {v_{8}})\)