Abstract
AbstractA reachability matrix M is a binary matrix with the reflexive and transitive property, i.e., M + I = M and M2 = M, where I is the identity matrix. Reachability matrices are used to identify structural models of complex systems. While a structural model is being developed or after it has been developed, the developer may want to make changes in it. Procedures for changing a structural model with computer assistance are called “correction procedures.” Several algorithms for correction procedures of the partially filled reachability matrix are de scribed.
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