A network energy saving method based on algebraic connectivity
A technology of connectivity and network, applied in the field of communication network, can solve the problem of network performance sacrifice, and achieve the effect of saving energy consumption, good energy saving and guaranteed performance
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[0033] Kind of like figure 1 The shown network energy saving method based on algebraic connectivity includes the following steps:
[0034] Step 1. Model the network topology as a two-way graph;
[0035] Step 2: Calculate the second smallest eigenvalue λ(G) of the Laplacian matrix of the network topology G;
[0036] Step 3. Delete link l in the network topology G, l∈L, L is the set of all links in the network topology, and then calculate the second smallest Laplacian matrix of graph Gl after link l is deleted Eigenvalue λ(Gl);
[0037] Step 4. Calculate Δ(1)=λ(G)-λ(G-l), sort the link l according to the order of Δ(1) from small to large, and obtain an ordered set L*;
[0038] Step 5. Select the unvisited link l in the ordered set L* in order, calculate γ=λ(GSl) / λ(G), set a fixed threshold γth, add l with γ≤γth to S, and get the shutdown Link set S; specific operations are as follows:
[0039] First, set the initial value of S to 0, select the link l in the ordered set L* in order, and ...
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