This paper presents a new multiview alignment algo-rithm that performs both the coarse and fine alignment of unordered sets of range scans. Our algorithm selects quadruples of range scans, which have feature points of their 2D projections in common. These quadruples are then verified using an Iterative Closest Point (ICP) algorithm. The accepted quadruples form incomplete models of an ob-ject that can be aligned using isometries of the Principal Component Analysis (PCA) in combination with an ICP al-gorithm. The output of our method is a set of finely aligned meshes. Our method was applied to range scans of different clusters of objects varying in the type of acquisition system, the number of range scans, the scan resolution, and scan ac-cu...
Presentado al ECMR 2011 celebrado en Örebro (Sweden) del 7 al 9 de septiembre.This paper presents Fa...
We present a very fast and simple-to-implement algorithm for the automatic registration of a large n...
Scans acquired by 3D sensors are typically represented in a local coordinate system. When multiple s...
In this paper we tackle the problem of automatically aligning an unordered set of range views. We pr...
This paper describes an automatic pipeline that is able to take a set of unordered range images and ...
Abstract The usability of high-precision and high-resolution 3D scanners is of crucial imp...
In this paper we present a multiview registration method for aligning range data. We first align sca...
Abstract — This paper presents a method for pairwise 3D alignment which solves data association by m...
We present a non-rigid alignment algorithm for aligning high-resolution range data in the presence o...
A key challenge in reconstructing high-quality 3D scans is registering data from different viewpoint...
We consider the problem of aligning multiview scans obtained using a range scanner. The computationa...
Efficient solutions for the classification of multi-view images can be built on graph-based algorith...
In this paper, we present an extension of the iterative closest point (ICP) algorithm that simultane...
We present a common framework for accurate and automatic registration of two geometrically complex 3...
In this paper a fully automatic algorithm for registration of multiple 3D point clouds is presented....
Presentado al ECMR 2011 celebrado en Örebro (Sweden) del 7 al 9 de septiembre.This paper presents Fa...
We present a very fast and simple-to-implement algorithm for the automatic registration of a large n...
Scans acquired by 3D sensors are typically represented in a local coordinate system. When multiple s...
In this paper we tackle the problem of automatically aligning an unordered set of range views. We pr...
This paper describes an automatic pipeline that is able to take a set of unordered range images and ...
Abstract The usability of high-precision and high-resolution 3D scanners is of crucial imp...
In this paper we present a multiview registration method for aligning range data. We first align sca...
Abstract — This paper presents a method for pairwise 3D alignment which solves data association by m...
We present a non-rigid alignment algorithm for aligning high-resolution range data in the presence o...
A key challenge in reconstructing high-quality 3D scans is registering data from different viewpoint...
We consider the problem of aligning multiview scans obtained using a range scanner. The computationa...
Efficient solutions for the classification of multi-view images can be built on graph-based algorith...
In this paper, we present an extension of the iterative closest point (ICP) algorithm that simultane...
We present a common framework for accurate and automatic registration of two geometrically complex 3...
In this paper a fully automatic algorithm for registration of multiple 3D point clouds is presented....
Presentado al ECMR 2011 celebrado en Örebro (Sweden) del 7 al 9 de septiembre.This paper presents Fa...
We present a very fast and simple-to-implement algorithm for the automatic registration of a large n...
Scans acquired by 3D sensors are typically represented in a local coordinate system. When multiple s...