Because of their locality preservation properties, Space-Filling Curves (SFC) have been widely used in massive point dataset management. However, the completeness, universality, and scalability of current SFC implementations are still not well resolved. To address this problem, a generic n-dimensional (nD) SFC library is proposed and validated in massive multiscale nD points management. The library supports two well-known types of SFCs (Morton and Hilbert) with an object-oriented design, and provides common interfaces for encoding, decoding, and nD box query. Parallel implementation permits effective exploitation of underlying multicore resources. During massive point cloud management, all xyz points are attached an additional random level ...
LIDAR is a popular remote sensing method used to examine the surface of the Earth. LIDAR instruments...
Processing massive datasets which are not fitting in the main memory of computer is challenging. Thi...
A new massive-splitting parallelization concept using Sierpinski space-filling curves with dynamic a...
Because of their locality preservation properties, Space-Filling Curves (SFC) have been widely used ...
Because of their locality preservation properties, Space-Filling Curves (SFC) have been widely used ...
Dramatically increasing collection of point clouds raises an essential demand for highly efficient d...
Nowadays, massive amounts of point cloud data can be collected thanks to advances in data acquisitio...
Point clouds contain high detail and high accuracy geometry representation of the scanned Earth surf...
As laser scanning technology improves and costs are coming down, the amount of point cloud data bein...
With laser scanning (including laser altimetry and multi-beam echo sounding), many data points, call...
Drastically increasing production of point clouds as well as modern application fields like robotics...
The rapid developments in the field of point cloud acquisition technologies have allowed point cloud...
In the Geomatics domain, a point cloud refers to a data set which records the coordinates and other ...
A space-filling curve (SFC) is a way of mapping a multi-dimensional space into a one-dimensional spa...
Partitioning techniques based on space-filling curves have received much recent attention due to the...
LIDAR is a popular remote sensing method used to examine the surface of the Earth. LIDAR instruments...
Processing massive datasets which are not fitting in the main memory of computer is challenging. Thi...
A new massive-splitting parallelization concept using Sierpinski space-filling curves with dynamic a...
Because of their locality preservation properties, Space-Filling Curves (SFC) have been widely used ...
Because of their locality preservation properties, Space-Filling Curves (SFC) have been widely used ...
Dramatically increasing collection of point clouds raises an essential demand for highly efficient d...
Nowadays, massive amounts of point cloud data can be collected thanks to advances in data acquisitio...
Point clouds contain high detail and high accuracy geometry representation of the scanned Earth surf...
As laser scanning technology improves and costs are coming down, the amount of point cloud data bein...
With laser scanning (including laser altimetry and multi-beam echo sounding), many data points, call...
Drastically increasing production of point clouds as well as modern application fields like robotics...
The rapid developments in the field of point cloud acquisition technologies have allowed point cloud...
In the Geomatics domain, a point cloud refers to a data set which records the coordinates and other ...
A space-filling curve (SFC) is a way of mapping a multi-dimensional space into a one-dimensional spa...
Partitioning techniques based on space-filling curves have received much recent attention due to the...
LIDAR is a popular remote sensing method used to examine the surface of the Earth. LIDAR instruments...
Processing massive datasets which are not fitting in the main memory of computer is challenging. Thi...
A new massive-splitting parallelization concept using Sierpinski space-filling curves with dynamic a...