Exact(29)
Elaborate calculations on the number of ICBM warheads needed to destroy a hardened silo with a given degree of certainty became an integral part of the strategic calculus in the 1960s.
The case studies show that the algorithms can significantly reduce the computational time required to find a solution with a given degree of confidence.
Normally the data of the problem are state functions known with a given degree of precision and in solving this problem the precision can be enhanced.
(2) Characterize all extremal graphs whose least signless Laplacian eigenvalue attains the minimum among all non-bipartite connected graphs with a given degree sequence. .
(1) Characterize all extremal graphs whose least signless Laplacian eigenvalue attains the minimum among all non-bipartite unicyclic graphs with a given degree sequence.
Characterize all extremal graphs whose least signless Laplacian eigenvalue attains the minimum among all non-bipartite connected graphs with a given degree sequence.
Similar(29)
We shall pay special attention to their distributions in l, i.e., the summation of the terms in 44-455) with 0≤m≤l for a given degree l, and their distributions in m, i.e., the summation of the terms in 44-455) with m≤l≤L M for a given order m.
That the boundary value problem (2.20) has a unique solution with the given degree of regularity follows by using variational methods.
A B-spline is a spline function that has minimal support with respect to given degree smoothness and domain partition.
We describe and implement a computer-based method to find large multi-loop graphs with given degree and diameter.
In Figure 5, the distribution for the number of vertices with given degree for the MI graphs (using M = 600) and a set of random graphs having identical number of vertices and edges is shown.
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