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Sphere target is one of the most important tools in terrestrial laser scanning. Different point clouds obtained form different views can be transformed into the same coordinate system frame by using ...
Representation of data on the sphere is conventionally done using spherical harmonics. Making use of the Fourier series of the Legendre function in the SH representation results in a 2D Fourier expres...
This paper deals with the retrieval of vanishing points in uncalibrated images. Many authors did work on that subject in the computer vision field because the vanishing point represents a major inform...
There have been significant efforts to identify high-order quadrature rules on d-simplex and d-hypercube geometries as evidenced by the surveys in [1–5]. On thed-hypercube, it is well-known that optim...
Fluid dynamics associated with many sports involving spheric shaped equipments such as tennis, golf and ping pong balls tends to be very unsteady and viscous, with occasionally transitional behaviors....
PROJECTING A REGULAR GRID ONTO A SPHERE OR ELLIPSOID     REGULAR GRID ONTO  SPHERE  ELLIPSOID       font style='font-size:12px;'> 2015/3/17
PROJECTING A REGULAR GRID ONTO A SPHERE OR ELLIPSOID.
A QTM-BASED ALGORITHM FOR GENERATION OF THE VORONOI DIAGRAM ON A SPHERE.
The global spatial grid is an important spatial data model for Digital Earth. Discrete Global Grid provides a means of rasterizing the earth surface, and then has been considered as the basic data m...
We consider a network of computer data centers on the earth surface delivering computing as a service to a big number of users. The problem is to assign users to data centers to minimize the total com...
We present a numerically exact calculation of electromagnetic heat transfer between a dielectric sphere and plate. We compare the calculation to a recent experiment. Our calculations unify various app...
Black Holes as Incompressible Fluids on the Sphere     Black Holes   Incompressible Fluids  Sphere       font style='font-size:12px;'> 2011/9/14
We consider finite deformations of the p + 2-dimensional Schwarzschild geometry which obey the vacuum Einstein equation, preserve the mean curvature and induced conformal metric on a sphere a distance...
We analyze theoretically a high-speed drainage of liquid films squeezed between a hydrophilic sphere and a textured super-hydrophobic plane, that contains trapped gas bubbles. A superhydrophobic wall ...
Drag on a fluid sphere embedded in a porous medium     Brinkman equation  Modified Bessel functions  Drag force       font style='font-size:12px;'> 2010/9/26
The problem of the Stokes flow past a fluid sphere embedded in a porous medium is studied. The Brinkman equation for the flow outside the fluid sphere and the Stokes equation for inside the fluid sphe...
Two dimensional curved disks on a sphere: the evolution of kinetic energy     curved space  kinetic energy       font style='font-size:12px;'> 2010/9/27
We put disks on a sphere between two parallels of this sphere. The disks have the curvature of the sphere and interact via a simplified Hertz law. We analyze the behavior of the total kinetic energy o...
This study reports on research that examined DEST data from 14 Australian universities to identify the diversity of journal outlets in the information systems (IS) area. Across a total of 60 years of ...

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