We consider the problem of constructing of binary space partitions (BSP) for a set S of n hy-perrectangles in space with constant dimension. If the set S fulfills the low directional density condition defined in this paper then the resultant BSP has 0(n) size and it can be constructed in 0(n log2 n) time in 1113. The low directional density condition defines a new class of objects which we are able to construct a linear BSP for. The method is quite simple and it should be appropriate for practical implementation
We consider the practical problem of constructing binary space partitions (BSPs) for a set S of n or...
A binary space partition is a recursive partitioning of a configuration of objects by hyperplanes un...
The process of computation of classification trees can be characterized as involving three basic cho...
We consider the problem of constructing of binary space partitions (BSP) for a set S of n hyperrecta...
We consider the problem of constructing of binary space partitions (BSP) for a set S of n hy-perrect...
AbstractWe prove the existence of linear size binary space partitions for sets of objects in the pla...
P. K. Agarwal, L. Guibas, T. M. Murali, and J. S. Vitter. “Cylindrical Static and Kinetic Binary Spa...
AbstractA binary space partition is a recursive partitioning of a configuration of objects by hyperp...
AbstractWe describe the first known algorithm for efficiently maintaining a Binary Space Partition (...
We describe a new and simple method for constructing binary space partitions (BSPs) in arbitrary dim...
A BSP (binary space partitioning) tree is a commonly used spatial subdivision data structure in many...
Binary Space Partitioning (BSP) trees have some qualities that make them useful in solving many grap...
We prove the existence of linear size binary space partitions for sets of objects in the plane under...
We consider schemes for recursively dividing a set of geometric objects by hyperplanes until all obj...
We consider the practical problem of constructing binary space partitions (BSPs) for a set S of n or...
A binary space partition is a recursive partitioning of a configuration of objects by hyperplanes un...
The process of computation of classification trees can be characterized as involving three basic cho...
We consider the problem of constructing of binary space partitions (BSP) for a set S of n hyperrecta...
We consider the problem of constructing of binary space partitions (BSP) for a set S of n hy-perrect...
AbstractWe prove the existence of linear size binary space partitions for sets of objects in the pla...
P. K. Agarwal, L. Guibas, T. M. Murali, and J. S. Vitter. “Cylindrical Static and Kinetic Binary Spa...
AbstractA binary space partition is a recursive partitioning of a configuration of objects by hyperp...
AbstractWe describe the first known algorithm for efficiently maintaining a Binary Space Partition (...
We describe a new and simple method for constructing binary space partitions (BSPs) in arbitrary dim...
A BSP (binary space partitioning) tree is a commonly used spatial subdivision data structure in many...
Binary Space Partitioning (BSP) trees have some qualities that make them useful in solving many grap...
We prove the existence of linear size binary space partitions for sets of objects in the plane under...
We consider schemes for recursively dividing a set of geometric objects by hyperplanes until all obj...
We consider the practical problem of constructing binary space partitions (BSPs) for a set S of n or...
A binary space partition is a recursive partitioning of a configuration of objects by hyperplanes un...
The process of computation of classification trees can be characterized as involving three basic cho...