The problem of adding range restrictions to decomposable searching problems is considered. First, a general technique is given that makes an arbitrary dynamic data structure partially persistent. Then, a general technique is given that transforms a partially persistent data structure that solves a decomposable searching problem into a structure or the same problem with added range restrictions. Applying the general technique to specific searching problems gives efficient data structures, especially in case more than one range restriction, one of which has constant width, is added
In a generalized searching problem, a set S of n colored geometric objects has to be stored in a dat...
Some of the problems discussed in this paper were used as programming tasks in several national and ...
In the orthogonal range searching problem we store a set of input points S in a data structure; the ...
A data base is said to allow range restrictions if we may request that only records with some specif...
In this paper we consider the problem of adding range restrictions to decomposable searching problem...
AbstractGiven a data structure and an ordering on the objects it contains, we study methods for obta...
We consider dynamic data structures in which updates rebuild a static solution. Space bounds for per...
We consider dynamic data structures in which updates rebuild a static solution. Space bounds for per...
This paper is a study of persistence in data structures. Ordinary data structures are ephemeral in t...
AbstractThis paper is a study of persistence in data structures. Ordinary data structures are epheme...
We present a new type of query on spatiotemporal data, termed ”exclusion persistence”. When bulk upd...
Range searching is one of the central problems in computational geometry, because it arises in many ...
In this paper, we present two linear-size external memory data structures for approximate range sear...
The batched static version of a searching problem asks for performing a given set of queries on a gi...
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...
Some of the problems discussed in this paper were used as programming tasks in several national and ...
In the orthogonal range searching problem we store a set of input points S in a data structure; the ...
A data base is said to allow range restrictions if we may request that only records with some specif...
In this paper we consider the problem of adding range restrictions to decomposable searching problem...
AbstractGiven a data structure and an ordering on the objects it contains, we study methods for obta...
We consider dynamic data structures in which updates rebuild a static solution. Space bounds for per...
We consider dynamic data structures in which updates rebuild a static solution. Space bounds for per...
This paper is a study of persistence in data structures. Ordinary data structures are ephemeral in t...
AbstractThis paper is a study of persistence in data structures. Ordinary data structures are epheme...
We present a new type of query on spatiotemporal data, termed ”exclusion persistence”. When bulk upd...
Range searching is one of the central problems in computational geometry, because it arises in many ...
In this paper, we present two linear-size external memory data structures for approximate range sear...
The batched static version of a searching problem asks for performing a given set of queries on a gi...
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...
Some of the problems discussed in this paper were used as programming tasks in several national and ...
In the orthogonal range searching problem we store a set of input points S in a data structure; the ...