The term Eulerian graph has two common meanings in graph theory. One meaning is a graph with an Eulerian circuit, and the other is a graph with every vertex of even degree. These definitions coincide for connected graphs.[2] For the existence of Eulerian trails it is necessary that zero or...
GraphTheory CliqueNumber compute clique number of graph MaximumClique find maximum clique in graph Calling Sequence Parameters Options Description Examples References Compatibility Calling Sequence CliqueNumber( G ) CliqueNumber( G , opt ) MaximumClique(
Clique subgraphs (containing all the interconnections among a subset of nodes) potentially aligns with the physiological meaning of subgraphs that should be strongly interrelated in order to provide the most efficient neural support of a behavior (Bassett and Sporns, 2017). Despite the clique ...
After the execution of the rule 𝑅1R1, the rules (11) and (12) can provide the state of the variable 𝑥𝑖xi by their transformation into the object 𝑡𝑖ti (true) or into 𝑓𝑖fi (false) meaning that the edge represented by this variable exists or not in this instance accor...
After the execution of the rule 𝑅1R1, the rules (11) and (12) can provide the state of the variable 𝑥𝑖xi by their transformation into the object 𝑡𝑖ti (true) or into 𝑓𝑖fi (false) meaning that the edge represented by this variable exists or not in this instance accor...
The memory address string labeled as Xj, just as the literal meaning, is the address of memories and in some manners similar with the address signal in electronic computers. When Xi is set to 1, the ith memory is selected and can be read or written. The ith content string is Di which...
A maximal clique is a clique that cannot be extended by including one more adjacent vertex, meaning it is not a subset of a larger clique. A maximum clique (i.e., clique of largest size in a given graph) is therefore always maximal, but the converse does