Network energy saving method based on algebraic connectivity
A connectivity and network technology, applied in the field of communication networks, can solve problems such as network performance sacrifice, and achieve the effect of saving energy consumption, ensuring performance, and saving energy
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[0033] a kind of like figure 1 The shown network energy-saving method based on algebraic connectivity comprises the following steps:
[0034] Step 1, modeling the network topology as a bidirectional graph;
[0035] Step 2, calculating the second smallest second eigenvalue λ(G) of the Laplacian matrix of the network topology G;
[0036] Step 3, delete the 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 second of the Laplacian matrix of graph G-l after link l is deleted Eigenvalue λ(G-l);
[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(G-S-l) / λ(G), set a fixed threshold γth, add l of γ≤γth to S, and get shutdown Link set S; the specific operation is as follows:
[0039] First, set the initial value of S to 0, se...
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