AbstractIn this paper we present a new, efficient, output-sensitive method for computing the visibility map of a set of c-oriented polyhedra (polyhedra with their faces and edges having at most c different orientations, for some constant c) as seen from a given viewpoint. For non- intersecting polyhedra with n edges in total, the algorithm runs in time O((n + k)log n), where k is the complexity of the visibility map. The method can handle cyclic overlap of the polyhedra and perspective views without any problem. The method can even deal with intersecting polyhedra. In the latter case the algorithm runs in time O((n + k)log2n)
The core part of computer programs such as visualization softwares, rendering engines or robotics pa...
AbstractA simple but important special case of the hidden surface removal problem is one in which th...
International audienceIn order to do efficient visibility computations in the plane, one must deal w...
In this paper we present a new, efficient, output-sensitive method for computing the visibility map ...
An efficient, output-sensitive method for computing the visibility map of a set of axis-parallel pol...
De Berg, M., Dynamic output-sensitive hidden surface removal for c-oriented polyhedra, Computational...
AbstractIn this paper we study the following generalization of the classical hidden surface removal ...
AbstractLet S be a set of n non-intersecting objects in space for which we want to determine the por...
In this paper we present an algorithm for hidden surface removal for a class of polyhedral surfaces ...
AbstractWe give an output-sensitive algorithm for computing the visibility map of a set of n constan...
AbstractLet V be a set of objects in space for which we want to determine the portions visible from ...
In this paper we study the following generalization of the classical hidden surface removal problem:...
An algorithm for the well-known hidden-surface elimination problem for rectangles, which is also kno...
AbstractA simple intersection sensitive algorithm for the hidden line elimination problem, was prese...
The core part of computer programs such as visualization softwares, rendering engines or robotics pa...
AbstractA simple but important special case of the hidden surface removal problem is one in which th...
International audienceIn order to do efficient visibility computations in the plane, one must deal w...
In this paper we present a new, efficient, output-sensitive method for computing the visibility map ...
An efficient, output-sensitive method for computing the visibility map of a set of axis-parallel pol...
De Berg, M., Dynamic output-sensitive hidden surface removal for c-oriented polyhedra, Computational...
AbstractIn this paper we study the following generalization of the classical hidden surface removal ...
AbstractLet S be a set of n non-intersecting objects in space for which we want to determine the por...
In this paper we present an algorithm for hidden surface removal for a class of polyhedral surfaces ...
AbstractWe give an output-sensitive algorithm for computing the visibility map of a set of n constan...
AbstractLet V be a set of objects in space for which we want to determine the portions visible from ...
In this paper we study the following generalization of the classical hidden surface removal problem:...
An algorithm for the well-known hidden-surface elimination problem for rectangles, which is also kno...
AbstractA simple intersection sensitive algorithm for the hidden line elimination problem, was prese...
The core part of computer programs such as visualization softwares, rendering engines or robotics pa...
AbstractA simple but important special case of the hidden surface removal problem is one in which th...
International audienceIn order to do efficient visibility computations in the plane, one must deal w...