A unified algorithm for finding maximum and minimum object enclosing rectangles and cuboids. Computers and Mathematics with Applications, 29(8):45--61, 1995.Nandy, S.C., Bhattacharya, B.B.: A unified algorithm
In his paper Fanica Gavril finds a maximum clique and a minimum coloring of a chordal graph using this perfect elimination ordering. In this paper, we will give an algorithm for finding a maximum clique of a chordal graph by removing vertices of minimum degree. We will also show how to ...
Finding the maximum would work the same way as with the minimum except that 1) you need to work in an interval for which your function is unimodal with a maximum, and 2) with reference to the site https://en.wikipedia.org/wiki/Golden_section_search ...
Algorithms for minimum covering by cliques and maximum clique in claw-free perfect graphs 热度: 【BS英国标准】BS EN 1717-2001 Protection against pollution of potable water in water installations and general requirements of devices to prevent pollution by backflow 热度: CFA-INDEPENDENT DIRECTORS ...
An O ( n 2 log n ) parallel max-flow algorithm A synchronized parallel algorithm for finding maximum flow in a directed flow network is presented. Its depth is O( n 3 ( log n) p), where p ( p ≤ n) is the number of processors used. This problem seems to be more involved than...
with a face of the convex hull of the set of points, which makes a naive search problematic. Nevertheless, it is proven that at least two adjacent box sides are flush with edges of the hull, and this characterization enables anO(n3) algorithm to find all minimal boxes for a set of...
Suppose that each graph in multilayer networks has the minimum degree dmin. Then, the MDSM size is at least n − dmin if a sufficient number of distinct graphs are given and n is sufficiently large. Hardness of computation of MDSM It is known that the maximum bipartite matching for ...
The objective function is an inner product of normalized states, with\(f(\mathbf {\theta })\le 1\), and we can see that the maximum is obtained only if the trial state is an eigenvector ofU,\(|\psi (\mathbf {\theta }) \rangle =\left| e_i\right\rangle \). Then ...
We’ll start by finding the minimum in an array of integers, and then we’ll find the maximum in an array of objects. 2. Understanding the Algorithm There are many ways of finding the min or max value in an unordered array, and they all look something like: SET MAX to array[0] FOR...
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