In this paper we consider the problem of adding range restrictions to decomposable searching problems. Two classes of structures for this problem are described. The first class consists of structures that use little storage and preprocessing time but still have reasonable query time. The second class consists of structures that have a much better query time, at the cost of an increase in the amount of storage and preprocessing time. Both classes of structures can be tuned to obtain different trade-offs. First we only describe static structures. To dynamize the structures a new type of weight-balanced multiway tree (the MWB-iree) is introduced that is used as an underlying structure. The MWB-tree might be useful in other applications as well
In a generalized searching problem, a set S of n colored geometric objects has to be stored in a dat...
AbstractWe present the first adaptive data structure for two-dimensional orthogonal range search. Ou...
AbstractWe show how any BSP tree TP for the endpoints of a set of n disjoint segments in the plane c...
In this paper we consider the problem of adding range restrictions to decomposable searching problem...
The problem of adding range restrictions to decomposable searching problems is considered. First, a ...
A data base is said to allow range restrictions if we may request that only records with some specif...
AbstractGiven a data structure and an ordering on the objects it contains, we study methods for obta...
AbstractApplying standard dimensionality reduction techniques, we show how to perform approximate ra...
Given a set $L$ of $n$ points in the $d$-dimensional Cartesian space $E^d$, and a query specifying a...
Let P be a set of n points in Rd. We present a linear-size data structure for answering range querie...
Range searching is one of the central problems in computational geometry, because it arises in many ...
In a generalized searching problem, a set $S$ of $n$ colored geometric objects has to be stored in a...
In this paper, we present two linear-size external memory data structures for approximate range sear...
In this lecture, we will continue our discussion on the range searching problem. Recall that the inp...
In this paper, we present two linear-size external memory data structures for approximate range sear...
In a generalized searching problem, a set S of n colored geometric objects has to be stored in a dat...
AbstractWe present the first adaptive data structure for two-dimensional orthogonal range search. Ou...
AbstractWe show how any BSP tree TP for the endpoints of a set of n disjoint segments in the plane c...
In this paper we consider the problem of adding range restrictions to decomposable searching problem...
The problem of adding range restrictions to decomposable searching problems is considered. First, a ...
A data base is said to allow range restrictions if we may request that only records with some specif...
AbstractGiven a data structure and an ordering on the objects it contains, we study methods for obta...
AbstractApplying standard dimensionality reduction techniques, we show how to perform approximate ra...
Given a set $L$ of $n$ points in the $d$-dimensional Cartesian space $E^d$, and a query specifying a...
Let P be a set of n points in Rd. We present a linear-size data structure for answering range querie...
Range searching is one of the central problems in computational geometry, because it arises in many ...
In a generalized searching problem, a set $S$ of $n$ colored geometric objects has to be stored in a...
In this paper, we present two linear-size external memory data structures for approximate range sear...
In this lecture, we will continue our discussion on the range searching problem. Recall that the inp...
In this paper, we present two linear-size external memory data structures for approximate range sear...
In a generalized searching problem, a set S of n colored geometric objects has to be stored in a dat...
AbstractWe present the first adaptive data structure for two-dimensional orthogonal range search. Ou...
AbstractWe show how any BSP tree TP for the endpoints of a set of n disjoint segments in the plane c...