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Given a set F of vertices of a connected graph G, we study the problem of testing the connectivity of G−F in polynomial time with respect to |F| and the maximum degree Δ of G.
The running time of Algorithm 5 highly depends on T and the maximum degree Δ.
Those graphs have the minimum number of vertices possible for a regular graph with given diameter and the maximum degree.
This procedure was characterized by the following parameters: order of splines m = 4, and the maximum degree of the Legendre polynomials n = 10, with a precision of 2.72−5 [65].
Denote by n T, L T, and d T the number of nodes, the number of leaves, and the maximum degree of a node in T, respectively.
The mean degree is between d and 2 d, the minimum degree is d, and the maximum degree can be as large as n - 1, with n being the number of genes in the network.
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"We completely agree that this program must promote the stability of the financial system and increase lending, preserve home ownership, promote jobs and economic recovery, safeguard taxpayer interests, and have the maximum degree of accountability and transparency possible," wrote Summers.
The hardness results follow from the previous hardness results and the fact that the solution size remains the same and that the maximum degree of the constructed graph G′ is exactly twice the maximum degree of G.
Oversight is essential, and to the maximum degree possible, so is transparency.
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.
The field generated in the lithosphere is assumed to be independent of time and defined by: (4) (5)where a = 6371.2 km is the Earth's reference radius and L1 the maximum degree for the lithosphere.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com