The sensor localization problem can be formalized using distance and orientation constraints, typically in 3D. Local methods can be used to refine an initial location estimation, but in many cases such estimation is not available and a method able to determine all the feasible solutions from scratch is necessary. Unfortunately, existing methods able to find all the solutions in distance space can not take into account orientations, or they can only deal with one- or two-dimensional problems and their extension to 3D is troublesome. This paper presents a method that addresses these issues. The proposed approach iteratively projects the problem to decrease its dimension, then reduces the ranges of the variable distances, and back-projects the...
© 2019 IEEE. This paper presents an algorithm for mobile robot localisation given a map of a 3D envi...
Localization is a fundamental problem for many kinds of mobile robots. Sensor systems of varying abi...
This paper discusses how local measurements of three-dimensional positions and surface normals (re...
The sensor localization problem can be formalized using distance and orientation constraints, typica...
The sensor localization problem can be formalized using distance and orientation constraints, typica...
We present a method to obtain the position and orientation of an object through measurement from mul...
The problem of minimum distance localization in environments that may contain self-similarities is a...
Locating the minimum number of sensors able to see at the same time the entire surface of an object ...
Abstract—An approach to formulate geometric relations among distances between nodes as equality cons...
This thesis addresses the problem of minimum distance localization in environments that may have st...
To be effective a mobile robot needs to be aware of the local environment and this information is ob...
An approach to formulate geometric relations among distances between nodes as equality constraints i...
An approach to formulate geometric relations among distances between nodes as equality constraints i...
We consider the problem of localizing a robot in a known environment modeled by a simple polygon P ....
In this survey, two different kinds of geometrical localization problems with applications in robo...
© 2019 IEEE. This paper presents an algorithm for mobile robot localisation given a map of a 3D envi...
Localization is a fundamental problem for many kinds of mobile robots. Sensor systems of varying abi...
This paper discusses how local measurements of three-dimensional positions and surface normals (re...
The sensor localization problem can be formalized using distance and orientation constraints, typica...
The sensor localization problem can be formalized using distance and orientation constraints, typica...
We present a method to obtain the position and orientation of an object through measurement from mul...
The problem of minimum distance localization in environments that may contain self-similarities is a...
Locating the minimum number of sensors able to see at the same time the entire surface of an object ...
Abstract—An approach to formulate geometric relations among distances between nodes as equality cons...
This thesis addresses the problem of minimum distance localization in environments that may have st...
To be effective a mobile robot needs to be aware of the local environment and this information is ob...
An approach to formulate geometric relations among distances between nodes as equality constraints i...
An approach to formulate geometric relations among distances between nodes as equality constraints i...
We consider the problem of localizing a robot in a known environment modeled by a simple polygon P ....
In this survey, two different kinds of geometrical localization problems with applications in robo...
© 2019 IEEE. This paper presents an algorithm for mobile robot localisation given a map of a 3D envi...
Localization is a fundamental problem for many kinds of mobile robots. Sensor systems of varying abi...
This paper discusses how local measurements of three-dimensional positions and surface normals (re...