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Exact(10)
Define the maximum degree in as, where the degree of in is the number of sets in that contain.
Madiman and Barron [41] showed that Conjecture 2 is true if is replaced by, where is the maximum degree in.
The performance ratio is H (δ* δ-1)/2), where H is a harmonic function and δ* δ-1he maximum degree in the graph.
Note that in the proof of Theorem 3, we assume that the vertex with the maximum degree in F G has the worst harvesting duration.
The time complexity of the algorithm is restricted to the induced neighborhood of a vertex and the communication complexity is O(MΔ), where M is the number of connections and Δ the maximum degree in the graph.
Suppose that v is the vertex with the maximum degree in F G and its degree is denoted by δ v. Corollary 1 implies that for v, there exists a clique (including v and its neighbors), whose size is at least (δ v +1)/2φ.
Similar(50)
Problem FFDCJ-SIMILARITY is NP-hard, even if the maximum degrees in the two partitions of the gene similarity graph are respectively one and two.
Problem FFDCJ-DISTANCE(A, B) is APX-hard, even if the maximum degrees in the two partitions of G S σ (A, B) are respectively one and two.
It is probably because there are a lot of high-degree nodes in 'Flixster' (as shown in Table 1, the maximum degree node in 'Flixster' has 1,010 outgoing neighbors).
Table 1 The Maximum Degree Determinant in Matrix Design.
Degree centralization is defined by DC = 1 N – 1 ∑ i N | d * – d i |, with d* being the maximum degree observed in the network.
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