Cyclomatic complexity: Difference between revisions

Content deleted Content added
Line 67:
<math display="block">M := b_1(G,t) := \operatorname{rank}H_1(G,t),</math>
 
which is read as "the rank of the first [[Homology (mathematics)|homology]] group of the graph ''G'' relative to the [[Tree (data structure)|#Terminology|terminal nodes]] ''t''". This is a technical way of saying "the number of linearly independent paths through the flow graph from an entry to an exit", where:
* "linearly independent" corresponds to homology; backtracking is not double-counted
* "paths" corresponds to first homology; a path is a one-dimensional object