The order in which plane-filling curves visit points in the plane can be exploited to design efficient algorithms. Typically, the curves are useful because they preserve locality: points that are close to each other along the curve tend to be close to each other in the plane, and vice versa. However, sketches of plane-filling curves do not show this well: they are hard to read on different levels of detail and it is hard to see how far apart points are along the curve. This paper presents a software tool to produce compelling visualisations that may give more insight in the structure of the curves
An operation that is frequently needed during the creation and manipulation of ~metric models is the...
Point feature and line feature are basic elements in object feature sets, and they play an important...
Space-filling curves have been widely used in mathematics and to transform multi-dimensional problem...
The properties of isotropy, smoothness, minimum curvature and locality suggest the shape of filled...
International audienceBundling visually aggregates curves to reduce clutter and help finding importa...
Curve reconstruction algorithms are supposed to reconstruct curves from point samples. Recent papers...
This thesis presents an exact and complete approach for visualization of segments and points of real...
The thesis is focused on the properties of the selected plane curves of order higher than two and on...
This work generalizes the ideas in the Nearest-Neighbor-Crust algorithm by Dey and Kumar. It allows ...
Curve reconstruction algorithms are supposed to reconstruct curves from point samples. Recent papers...
A robust approach for automatically extracting roads from overhead images is developed in this paper...
A space-filling curve (SFC) is a way of mapping a multi-dimensional space into a one-dimensional spa...
AbstractArrangements of curves in the plane are fundamental to many problems in computational and co...
Figure 1: Our system takes as input a wireframe model produced from a 3D curve sketch, and outputs a...
grantor: University of TorontoThe interactive specification of curves on surfaces having ...
An operation that is frequently needed during the creation and manipulation of ~metric models is the...
Point feature and line feature are basic elements in object feature sets, and they play an important...
Space-filling curves have been widely used in mathematics and to transform multi-dimensional problem...
The properties of isotropy, smoothness, minimum curvature and locality suggest the shape of filled...
International audienceBundling visually aggregates curves to reduce clutter and help finding importa...
Curve reconstruction algorithms are supposed to reconstruct curves from point samples. Recent papers...
This thesis presents an exact and complete approach for visualization of segments and points of real...
The thesis is focused on the properties of the selected plane curves of order higher than two and on...
This work generalizes the ideas in the Nearest-Neighbor-Crust algorithm by Dey and Kumar. It allows ...
Curve reconstruction algorithms are supposed to reconstruct curves from point samples. Recent papers...
A robust approach for automatically extracting roads from overhead images is developed in this paper...
A space-filling curve (SFC) is a way of mapping a multi-dimensional space into a one-dimensional spa...
AbstractArrangements of curves in the plane are fundamental to many problems in computational and co...
Figure 1: Our system takes as input a wireframe model produced from a 3D curve sketch, and outputs a...
grantor: University of TorontoThe interactive specification of curves on surfaces having ...
An operation that is frequently needed during the creation and manipulation of ~metric models is the...
Point feature and line feature are basic elements in object feature sets, and they play an important...
Space-filling curves have been widely used in mathematics and to transform multi-dimensional problem...