| Succeeding | suff | necc | suff inh | necc inh |
---|
Preceding | | | | | |
---|
suff | | - | suff | - | suff inh |
necc | | necc | - | necc inh | - |
suff inh | | suff inh | - | suff | - |
necc inh | | - | necc inh | - | necc |
- A subgraph exists only if this chain function gives the same result (the same values in the corresponding cells) for all regulators. “-” indicates that there is a path, see Table 1. “suff” stands for sufficient, “necc” for necessary, “suff & necc” for sufficient and necessary, i.e. the only regulator (activating), “suff inh” for sufficient inhibitory, “necc inh” for necessary inhibitory and “suff & necc inh” for sufficient and necessary inhibitory, i.e., the only regulator (inhibiting)