We present a method for approximating a point sequence of input points by a -continuous (smooth) arc spline with the minimum number of segments while not ...
We present a method for approximating a point sequence of input points by a -continuous (smooth) arc spline with the minimum number of segments.
We present a method for approximating an open polygonal curve by a smooth arc spline with respect to a user-specified maximum tolerance.
We use Geometry Expressions and the TI nSpire CAS to find the best cubic spline approximation to a quarter circle. 1. Introduction. A problem came from a ...
Missing: Optimal | Show results with:Optimal
Jun 10, 2023 · Before we can answer, we need to know the radius of the arc being approximated. From this answer, we have: r=L2sin(θ2).
Oct 22, 2024 · We present a method for approximating a point sequence of input points by a G(1)-continuous (smooth) arc spline with the minimum number of ...
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Jun 21, 2019 · The optimisation logic in general is to privilege (in this order), the lower number of segments and secondly the higher number of linear ...
Missing: Optimal | Show results with:Optimal
The task is to find an optimal knot vector, in the sense that the best approximating spline on this knot vector yields the lowest approximation error among all ...
This work is to propose a new scheme for approximating an arbitrary degree Bézier curve by a sequence of circular arcs, which represents the shape of the ...
When applied in arc spline approximation tasks, the approach can play an important role in reducing the number of segments in the resulting arc spline. Some ...