International audienceThis article presents an adaptive approach to B-spline curve physical simulation. We combine geometric refinement and coarsening techniques with an appropriate continuous mechanical model. We thus deal with the (temporal and geometric) continuity issues implied when mechanical adaptive resolution is used. To achieve real-time local adaptation of spline curves, some criteria and optimizations are shown. Among application examples, real-time knot tying is presented, and curve cutting is also pointed out as a nice sideeffect of the adaptive resolution animation framework
The choice of a proper parametrization method is critical in curve and surface fitting using paramet...
A basic technique for designing curved shapes in the plane is interpolating splines. The designer in...
Aufgrund ihrer vielen wünschenswerten Eigenschaften nutzen Softwarebibliotheken im Computer-Aided De...
International audienceThis article presents an adaptive approach to B-spline curve physical simulati...
In this paper, we propose a complete model handling physical simulation of deformable 1D objects. We...
International audienceThis article introduces a new class of constraints for spline variational mode...
This paper presents a new segmentation algorithm by fitting active contour models (or snakes) to obj...
When a point oí the curve is dragged to another position, a local curve segment ís affected, whose s...
This paper outlines an algorithm for the continuous non-linear approximation of procedurally defined...
This paper shows the interest of basing a mechanical mesh upon an efficient topological model in ord...
This research explores how to incorporate physical quantities such as mass distributions, internal d...
Splines are piecewise polynomial, rational or trigonometric functions that are ubiquitous in a wide ...
International audienceThis paper presents an approach to animate elastic deformable materials at int...
In gross motion of flexible one-dimensional (1D) objects such as cables, ropes, chains, ribbons and ...
We investigate how to exploit the properties of splines in order to plot curves and surfaces more ef...
The choice of a proper parametrization method is critical in curve and surface fitting using paramet...
A basic technique for designing curved shapes in the plane is interpolating splines. The designer in...
Aufgrund ihrer vielen wünschenswerten Eigenschaften nutzen Softwarebibliotheken im Computer-Aided De...
International audienceThis article presents an adaptive approach to B-spline curve physical simulati...
In this paper, we propose a complete model handling physical simulation of deformable 1D objects. We...
International audienceThis article introduces a new class of constraints for spline variational mode...
This paper presents a new segmentation algorithm by fitting active contour models (or snakes) to obj...
When a point oí the curve is dragged to another position, a local curve segment ís affected, whose s...
This paper outlines an algorithm for the continuous non-linear approximation of procedurally defined...
This paper shows the interest of basing a mechanical mesh upon an efficient topological model in ord...
This research explores how to incorporate physical quantities such as mass distributions, internal d...
Splines are piecewise polynomial, rational or trigonometric functions that are ubiquitous in a wide ...
International audienceThis paper presents an approach to animate elastic deformable materials at int...
In gross motion of flexible one-dimensional (1D) objects such as cables, ropes, chains, ribbons and ...
We investigate how to exploit the properties of splines in order to plot curves and surfaces more ef...
The choice of a proper parametrization method is critical in curve and surface fitting using paramet...
A basic technique for designing curved shapes in the plane is interpolating splines. The designer in...
Aufgrund ihrer vielen wünschenswerten Eigenschaften nutzen Softwarebibliotheken im Computer-Aided De...