Multidimensional binary search tree (abbreviated k-d tree) is a popular data structure for the organization and manipulation of spatial data. The data structure is useful in several applications including graph partitioning, hierarchical applications such as molecular dynamics and n-body simulations, and databases. In this paper, we study efficient parallel construction of k-d trees on coarse-grained distributed memory parallel computers. We present several algorithms for parallel k-d tree construction and analyze them theoretically and experimentally. We have implemented our algorithms on the CM-5 and report on the experimental results
K-Means is a popular clustering algorithm which adopts an iterative refinement procedure to determin...
[[abstract]]In this paper two cost-optimal parallel algorithms are presented for constructing a B-tr...
The Nearest neighbour search (NNS) is a fundamental problem in many application domains dealing with...
Multidimensional binary search tree (abbreviated k-d tree) is a popular data structure for the organ...
k-d tree (or Multidimensional binary search tree) is often used as a data structure for organizing a...
Abstract: Parallel algorithms for main memory databases become an increasingly interesting topic as ...
k dimensional trees are an important binary space partitioning data structure in computer science. T...
This paper presents parallel algorithms for the construction of k dimensional tree (KD-tree) and nea...
This paper develops the multidimensional binary search tree (or k-d tree, where k is the dimensional...
We present an optimal parallel algorithm for the construction of (a, b)-trees-a generalization of 2-...
The range tree is a fundamental data structure for multidimensional point sets, and as such, is cent...
We present an optimal parallel algorithm for the construction of(a, b)-trees-a generalization of 2-3...
We present an optimal parallel algorithm for the construction of(a, b)-trees-a generalization of 2-3...
Affordable, fast computers with large memories have lessened the demand for program efficiency, but ...
The Nearest neighbour search (NNS) is a fundamental problem in many application domains dealing with...
K-Means is a popular clustering algorithm which adopts an iterative refinement procedure to determin...
[[abstract]]In this paper two cost-optimal parallel algorithms are presented for constructing a B-tr...
The Nearest neighbour search (NNS) is a fundamental problem in many application domains dealing with...
Multidimensional binary search tree (abbreviated k-d tree) is a popular data structure for the organ...
k-d tree (or Multidimensional binary search tree) is often used as a data structure for organizing a...
Abstract: Parallel algorithms for main memory databases become an increasingly interesting topic as ...
k dimensional trees are an important binary space partitioning data structure in computer science. T...
This paper presents parallel algorithms for the construction of k dimensional tree (KD-tree) and nea...
This paper develops the multidimensional binary search tree (or k-d tree, where k is the dimensional...
We present an optimal parallel algorithm for the construction of (a, b)-trees-a generalization of 2-...
The range tree is a fundamental data structure for multidimensional point sets, and as such, is cent...
We present an optimal parallel algorithm for the construction of(a, b)-trees-a generalization of 2-3...
We present an optimal parallel algorithm for the construction of(a, b)-trees-a generalization of 2-3...
Affordable, fast computers with large memories have lessened the demand for program efficiency, but ...
The Nearest neighbour search (NNS) is a fundamental problem in many application domains dealing with...
K-Means is a popular clustering algorithm which adopts an iterative refinement procedure to determin...
[[abstract]]In this paper two cost-optimal parallel algorithms are presented for constructing a B-tr...
The Nearest neighbour search (NNS) is a fundamental problem in many application domains dealing with...