on ise effi we o rendering available on BCC lattices that is based on separable kernels for interleaved Cartesian cubic (CC) lattices. While quintic box splines result in superior quality, interleaved CC lattices are still faster, ciated ortho hese la repres close as possible, the sparsest grid spacing in spatial domain will ced a f the etical We present an efficient algorithm for convolution of BCC
AbstractRoot lattices are efficient sampling lattices for reconstructing isotropic signals in arbitr...
There are many imaging techniques that generate three-dimensional volume images today. With higher p...
The body centered cubic grid (BCC) and face centered cubic grid (FCC) offer improved sampling proper...
We demonstrate that non-separable box splines deployed on body centered cubic lattices (BCC) are sui...
The body-centered cubic (BCC) lattice is the optimal three-dimensional sampling lattice. Its optimal...
We introduce a family of box splines for efficient, accurate and smooth reconstruction of volumetric...
AbstractIn this paper, we present LatticeLibrary, a C++ library for general processing of 2D and 3D ...
This thesis summarizes a series of studies of how image quality is affected by the choice of samplin...
Two main tasks in the field of volumetric image processing are acquisition and visualization of 3D d...
In volumetric visualization, the body centered cubic grid (BCC) and its reciprocal, the face centere...
AbstractSampling and reconstruction of generic multivariate functions is more efficient on non-Carte...
Work on binary surface voxelization has previously focused on Cartesian lattices. In this theses I p...
For generic 3D sampling, the Body Centered Cubic (BCC) lattice and the Face Centered Cubic (FCC) lat...
In the past years the so-called body-centered cubic grid (bcc) has been examined and proved to be su...
Recently, the B-spline family of reconstruction filters has been generalized for the hexagonal latti...
AbstractRoot lattices are efficient sampling lattices for reconstructing isotropic signals in arbitr...
There are many imaging techniques that generate three-dimensional volume images today. With higher p...
The body centered cubic grid (BCC) and face centered cubic grid (FCC) offer improved sampling proper...
We demonstrate that non-separable box splines deployed on body centered cubic lattices (BCC) are sui...
The body-centered cubic (BCC) lattice is the optimal three-dimensional sampling lattice. Its optimal...
We introduce a family of box splines for efficient, accurate and smooth reconstruction of volumetric...
AbstractIn this paper, we present LatticeLibrary, a C++ library for general processing of 2D and 3D ...
This thesis summarizes a series of studies of how image quality is affected by the choice of samplin...
Two main tasks in the field of volumetric image processing are acquisition and visualization of 3D d...
In volumetric visualization, the body centered cubic grid (BCC) and its reciprocal, the face centere...
AbstractSampling and reconstruction of generic multivariate functions is more efficient on non-Carte...
Work on binary surface voxelization has previously focused on Cartesian lattices. In this theses I p...
For generic 3D sampling, the Body Centered Cubic (BCC) lattice and the Face Centered Cubic (FCC) lat...
In the past years the so-called body-centered cubic grid (bcc) has been examined and proved to be su...
Recently, the B-spline family of reconstruction filters has been generalized for the hexagonal latti...
AbstractRoot lattices are efficient sampling lattices for reconstructing isotropic signals in arbitr...
There are many imaging techniques that generate three-dimensional volume images today. With higher p...
The body centered cubic grid (BCC) and face centered cubic grid (FCC) offer improved sampling proper...