Sep 19, 2009 · The proposed method focuses on convexity preservation, limiting the oscillations of the subdivision curve and avoiding artifacts. A bound for ...
The proposed method focuses on convexity preservation, limiting the oscillations of the subdivision curve and avoiding artifacts. A bound for the Hausdorff ...
Sep 19, 2009 · The proposed method focuses on convexity preservation, limiting the oscillations of the subdivision curve and avoiding artifacts. A bound for ...
In this paper we present a new non-stationary, interpolatory, curve subdivision scheme, suitable for designing curves on surfaces. We show that the scheme ...
It is shown that the scheme converges and the subdivision curve is continuous, and a bound for the Hausdorff distance between the limit curve and the ...
The proposed method focuses on convexity preservation, limiting the oscillations of the subdivision curve and avoiding artifacts. A bound for the Hausdorff ...
Oct 7, 2009 · The proposed method focuses on convexity preservation, limiting the oscillations of the subdivision curve and avoiding artifacts. A bound for ...
An arc-length preserving deformation for curves is presented by combining subdivision and inverse kinematic. A curve is discreted into polyline first, ...
In this paper we present a new non-stationary, interpolatory, curve subdivision scheme, suitable for designing curves on surfaces. We show that the scheme ...
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Apr 19, 2024 · Start with a hardcoded subdivision; if needed, add adaptive midpoint subdivision (that is, recursively add samples halfway between samples, ...