Abstract. We consider the problem of a searcher that looks, for exam-ple, for a lost flashlight in a dusty environment. The search agent finds the flashlight as soon as it crosses the ray emanating from the flashlight, and in order to pick it up, the searcher has to move to the origin of the light beam. First, we give a search strategy for a special case of the ray search—the window shopper problem—, where the ray we are looking for is perpen-dicular to a known ray. Our strategy achieves a competitive factor of ≈1.059, which is optimal. Then, we consider the search for a ray with an arbitrary position in the plane. We present an online strategy that achieves a factor of ≈22.513, and give a lower bound of ≈17.079
AbstractWe investigate parallel searching on m concurrent rays. We assume that a target t is located...
AbstractWe consider the problem of searching for an object on a line at an unknown distance OPT from...
AbstractWe present a new technique to prove lower bounds for geometric on-line searching problems. W...
We consider the problem of a searcher that looks, for example, for a lost flashlight in a dusty envi...
AbstractWe consider the problem of searching on m current rays for a target of unknown location. If ...
Abstract. We consider the problem of searching on m current rays for a targetof unknown location. If...
We consider the problem of finding a door along a wall with a blind robot that neither knows the di...
We revisit the problem of searching for a target at an unknown location on a line when given upper a...
We revisit the problem of searching for a target at an unknown location on a line when given upper a...
We revisit the problem of searching for a target at an unknown location on a line when given upper a...
We investigate parallel searching on $m$ concurrent rays. We assume that a target $t$ is located s...
AbstractWe consider the problem of searching for an unknown horizontal or vertical line in a plane. ...
We consider a generalization of the linear search problem where the searcher has low sensing capabil...
Consider the following classical search problem: given a target point p ∈ <, starting at the orig...
We present efficient algorithms for the ray shooting problem: Given a collection 17of obiects in IIR...
AbstractWe investigate parallel searching on m concurrent rays. We assume that a target t is located...
AbstractWe consider the problem of searching for an object on a line at an unknown distance OPT from...
AbstractWe present a new technique to prove lower bounds for geometric on-line searching problems. W...
We consider the problem of a searcher that looks, for example, for a lost flashlight in a dusty envi...
AbstractWe consider the problem of searching on m current rays for a target of unknown location. If ...
Abstract. We consider the problem of searching on m current rays for a targetof unknown location. If...
We consider the problem of finding a door along a wall with a blind robot that neither knows the di...
We revisit the problem of searching for a target at an unknown location on a line when given upper a...
We revisit the problem of searching for a target at an unknown location on a line when given upper a...
We revisit the problem of searching for a target at an unknown location on a line when given upper a...
We investigate parallel searching on $m$ concurrent rays. We assume that a target $t$ is located s...
AbstractWe consider the problem of searching for an unknown horizontal or vertical line in a plane. ...
We consider a generalization of the linear search problem where the searcher has low sensing capabil...
Consider the following classical search problem: given a target point p ∈ <, starting at the orig...
We present efficient algorithms for the ray shooting problem: Given a collection 17of obiects in IIR...
AbstractWe investigate parallel searching on m concurrent rays. We assume that a target t is located...
AbstractWe consider the problem of searching for an object on a line at an unknown distance OPT from...
AbstractWe present a new technique to prove lower bounds for geometric on-line searching problems. W...