[图书][B] Optimal sampling lattices and trivariate box splines

A Entezari - 2007 - Citeseer
Abstract The Body Centered Cubic (BCC) and Face Centered Cubic (FCC) lattices along
with a set of box splines for sampling and reconstruction of trivariate functions are proposed …

Quasi interpolation with voronoi splines

M Mirzargar, A Entezari - IEEE transactions on visualization …, 2011 - ieeexplore.ieee.org
We present a quasi interpolation framework that attains the optimal approximation-order of
Voronoi splines for reconstruction of volumetric data sampled on general lattices. The quasi …

On intermediate view estimation in computed tomography

RR Galigekere, K Wiesent, T Mertelmeier… - Circuits, Systems and …, 2000 - Springer
In many applications in computed tomography, practical limitations in data acquisition
restrict the number of projections (views). The use of the standard convolution …

[图书][B] Three-dimensional analysis of voids in am60b magnesium tensile bars using computed tomography imagery

AM Waters - 2001 - search.proquest.com
In an effort to increase automobile fuel efficiency as well as decrease the output of harmful
greenhouse gases, the automotive industry has recently shown increased interest in cast …

[图书][B] A reconstruction framework for common sampling lattices

M Mirzargar - 2012 - search.proquest.com
Sampling and reconstruction appear ubiquitously in many scientific and engineering
applications. Conventionally, the Cartesian lattice has been used, while sampling on certain …

[HTML][HTML] Hexagonal Sampling in Computed Tomography

GB Suparta - Proc WCNDT2000, www. ndt. net, 2000 - ndt.net
Hexagonal sampling or interleaved sampling scheme for CT scanning has been
uncommonly used. The common approach for sampling a sinogram in CT is following …

A marching algorithm for isosurface extraction from face-centered cubic lattices

Y Sahillioğlu - Turkish Journal of Electrical Engineering and …, 2017 - journals.tubitak.gov.tr
This work provides a novel method that extracts isosurfaces from face-centered cubic (FCC)
lattices. It has been theoretically shown that sampling volumetric data on an FCC lattice tiled …

[引用][C] Towards computing on non-cartesian lattices

A Entezari - IEEE Transactions on Visualization and Computer …, 2006