A simple but general approach to imposing and solving geometric constraints on parameterized models is introduced, applicable to animation as well as model construction. Constraints are expressed as energy functions, and the energy gradient followed through the model's parameter space. Intuitively, energy constraints behave like forces that pull and parametrically deform the parts of the model into place. A wide variety of geometric constraints are amenable to this formulation, and may be used to influence arbitrary model parameters. A catalogue of basic constraints is presented, and results are shown
Both computer graphics and neural networks are related, in that they model natural phenomena. Physic...
A constrained variational curve is a curve that minimizes some energy functional under certain inter...
The dynamic constraints technique has been proposed for building geometrical models composed of rigi...
A simple but general approach to imposing and solving geometric constraints on parameterized models ...
Simulating flexible models can create aesthetic motion for computer animation. Animators can control...
This thesis explores a variation of a technique, called "displacement constraints" [19], used for cr...
Abstract: This paper develops a systematic approach to deriving dynamic models from parametrically d...
We present a technique, "Dynamic Constraints," for controlling the positions and orientations of rig...
We present "dynamic constraints," a physically-based technique for constraint-based control of compu...
A new, convenient, and effective energy constraint control is developed from a geometric interpretat...
When complex scenes are modelled using measured data, such as mass data from laser scanners, the obj...
The idea of constrained particle dynamics is that our description of the system includes not only pa...
The success of constraint-based approaches to geometric modeling has been limited by difficulty in c...
We present "dynamic constraints, " a physically-based technique for constraint-bas...
http://portal.acm.org/Mesh parameterization has been a very active research topic for the last sever...
Both computer graphics and neural networks are related, in that they model natural phenomena. Physic...
A constrained variational curve is a curve that minimizes some energy functional under certain inter...
The dynamic constraints technique has been proposed for building geometrical models composed of rigi...
A simple but general approach to imposing and solving geometric constraints on parameterized models ...
Simulating flexible models can create aesthetic motion for computer animation. Animators can control...
This thesis explores a variation of a technique, called "displacement constraints" [19], used for cr...
Abstract: This paper develops a systematic approach to deriving dynamic models from parametrically d...
We present a technique, "Dynamic Constraints," for controlling the positions and orientations of rig...
We present "dynamic constraints," a physically-based technique for constraint-based control of compu...
A new, convenient, and effective energy constraint control is developed from a geometric interpretat...
When complex scenes are modelled using measured data, such as mass data from laser scanners, the obj...
The idea of constrained particle dynamics is that our description of the system includes not only pa...
The success of constraint-based approaches to geometric modeling has been limited by difficulty in c...
We present "dynamic constraints, " a physically-based technique for constraint-bas...
http://portal.acm.org/Mesh parameterization has been a very active research topic for the last sever...
Both computer graphics and neural networks are related, in that they model natural phenomena. Physic...
A constrained variational curve is a curve that minimizes some energy functional under certain inter...
The dynamic constraints technique has been proposed for building geometrical models composed of rigi...