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Figure 8 presents solutions of PPHT for a given set of points and various parameters values.
Now, we formally define the Torricellian points for a given set of points.
To obtain a pseudospectral approximation at a given set of points, an interpolation operator (mathcal{I}_{N}) is introduced.
The objective of this paper is to find a circle whose circumference is as close as possible to a given set of points.
The classical problem of partitioning a given set of points, has applications in several areas such as facility location, scattered network, and in hierarchical design of VLSI circuits.
In this paper we have proposed a 2-approximation algorithm for solving the sweep coverage for a given set of points of interest (PoIs).
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A spline is a piecewise polynomial that interpolates a given set of data points y1†,..., y N† at time points t1,..., t N in a smooth and continuous manner.
An orthogonal spanner network for a given set of n points in the plane is a plane straight line graph with axis-aligned edges that connects all input points.
Let ({t_1,ldots,t_N}) be a given set of distinct points in (left[ 0,Tright] subseteq mathbb {R}).
We have developed a software package based on a genetic algorithm that fits an analytic function to a given set of data points.
The -net approach can also be used to -cover a given area, rather than a given set of target points (as required by the formulation of -SC problem).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com