Node matching model based on adjacent matrix and evolutionary solving method
An adjacency matrix and matching model technology, applied in the field of complex networks, can solve problems such as loss of validity and unavailability
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[0029] The implementation of the present invention will be described in detail below in conjunction with specific examples.
[0030] Step 1. Node matching model based on adjacency matrix
[0031] 1.1 Basic concepts and principles
[0032] Call the ordered three-dimensional array N=(V(N),E(N),ψ N ) is a network, where the non-empty set V(N) is a node set, and its elements are nodes; the set E(N) is an edge set, and its elements are edges; the function ψ N Make each edge of N correspond to a node pair. Sometimes, we also remember the network N=(V,E). If e is an edge, u and v are two nodes, and satisfy ψ N (e)=(u, v), then, e is said to connect u and v, and u and v are the endpoints of e.
[0033] A network H is said to be a subnetwork of N if and
[0034] ψ H (e)=ψ N (e), e∈E(H)
[0035] Networks can be represented graphically or in matrix form. Representing the network with a matrix is convenient for studying the properties of the network with algebraic methods, a...
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