a Influence graph denoting the activation and inhibition relationships. b Example of a compatible BN, which defines the activation conditions of each component. c Exhaustive list of transitions obtained from the initial configuration where all three components are inactive. d Example of a multivalued network refining the BN (b) with components able to exist under three states (0, 1, 2). e Example of asynchronous execution of the multivalued network from the configuration 000. Half and fully blue squares represent the states 1 and 2.