We present a succinct representation of a set of n points on an n×n grid using bits to support orthogonal range counting in time, and range reporting in time, where k is the size of the output. This achieves an improvement on query time by a factor of upon the previous result of Mäkinen and Navarro [1], while usi
© Timothy M. Chan and Konstantinos Tsakalidis. We study a longstanding problem in computational geom...
Range searching is one of the central problems in computational geometry, because it arises in many ...
We study a longstanding problem in computational geometry: 2-d dynamic orthogonal range reporting. ...
[[abstract]]This paper considers a type of orthogonal range query, called orthogonal range successor...
AbstractLet P be a set of n points that lie on an n×n grid. The well-known orthogonal range reportin...
[[abstract]]Let P be a set of n points that lie on an n x n grid. The well-known orthogonal range re...
In this paper we present new data structures for two extensively studied variants of the orthogonal ...
Abstract. Text indexing, the problem in which one desires to prepro-cess a (usually large) text for ...
We revisit the orthogonal range searching problem and the exact l_infinity nearest neighbor searchin...
AbstractWe present the first adaptive data structure for two-dimensional orthogonal range search. Ou...
Orthogonal range searches arise in many areas of application, most often, in database queries. Many ...
AbstractIn this paper we describe space-efficient data structures for the two-dimensional range sear...
AbstractGiven a set of n objects, each characterized by d attributes specified at m fixed time insta...
We study a longstanding problem in computational geometry: 2-d dynamic orthogonal range reporting. W...
The increasing use of geographic search engines manifests the interest of Internet users in geo-loca...
© Timothy M. Chan and Konstantinos Tsakalidis. We study a longstanding problem in computational geom...
Range searching is one of the central problems in computational geometry, because it arises in many ...
We study a longstanding problem in computational geometry: 2-d dynamic orthogonal range reporting. ...
[[abstract]]This paper considers a type of orthogonal range query, called orthogonal range successor...
AbstractLet P be a set of n points that lie on an n×n grid. The well-known orthogonal range reportin...
[[abstract]]Let P be a set of n points that lie on an n x n grid. The well-known orthogonal range re...
In this paper we present new data structures for two extensively studied variants of the orthogonal ...
Abstract. Text indexing, the problem in which one desires to prepro-cess a (usually large) text for ...
We revisit the orthogonal range searching problem and the exact l_infinity nearest neighbor searchin...
AbstractWe present the first adaptive data structure for two-dimensional orthogonal range search. Ou...
Orthogonal range searches arise in many areas of application, most often, in database queries. Many ...
AbstractIn this paper we describe space-efficient data structures for the two-dimensional range sear...
AbstractGiven a set of n objects, each characterized by d attributes specified at m fixed time insta...
We study a longstanding problem in computational geometry: 2-d dynamic orthogonal range reporting. W...
The increasing use of geographic search engines manifests the interest of Internet users in geo-loca...
© Timothy M. Chan and Konstantinos Tsakalidis. We study a longstanding problem in computational geom...
Range searching is one of the central problems in computational geometry, because it arises in many ...
We study a longstanding problem in computational geometry: 2-d dynamic orthogonal range reporting. ...