Matrix transposition is an important algorithmic building block for many numeric algorithms like multidimensional FFT. It has also been used to convert the storage layout of arrays. Intuitively, in-place transposition should be a good fit for GPU architectures due to limited available on-board memory capacity and high throughput. However, direct application of in-place transposition algorithms from CPU lacks the amount of parallelism and locality required by GPU to achieve good performance. In this thesis we present the first known in-place matrix transposition approach for the GPUs. Our implementation is based on a staged transposition algorithm where each stage is performed using an elementary tiled-wise transposition. With bo...
N-dimensional transpose/permutation is a very important operation in many large-scale data intensive...
AbstractN-dimensional transpose/permutation is a very important operation in many large-scale data i...
This paper presents implementations of in‐place algorithms for transposing rectangular matrices. One...
Matrix transposition is an important algorithmic building block for many numeric algorithms like m...
We describe a decomposition for in-place matrix transposi-tion, with applications to Array of Struct...
Memory optimizations have became increasingly important in order to fully exploit the computational ...
<p>Memory layout transformations via data reorganization are very common operations, which occur as ...
International audienceModern computers keep following the traditional model of addressing memory lin...
The continuing evolution of Graphics Processing Units (GPU) has shown rapid performance increases ov...
Abstract—Memory layout transformations via data reorgani-zation are very common operations, which oc...
Parallel accelerators such as GPUs are notoriously hard to program; exploiting their full pe...
Many simulations in the physical sciences are expressed in terms of rectilinear arrays of variables....
Many simulations in the physical sciences are expressed in terms of rectilinear arrays of variables....
Graphics processing units (GPUs) have become prevalent in modern computing systems. While their high...
The advances of Graphic Processing Units (GPU) technology and the introduction of CUDA program-ming ...
N-dimensional transpose/permutation is a very important operation in many large-scale data intensive...
AbstractN-dimensional transpose/permutation is a very important operation in many large-scale data i...
This paper presents implementations of in‐place algorithms for transposing rectangular matrices. One...
Matrix transposition is an important algorithmic building block for many numeric algorithms like m...
We describe a decomposition for in-place matrix transposi-tion, with applications to Array of Struct...
Memory optimizations have became increasingly important in order to fully exploit the computational ...
<p>Memory layout transformations via data reorganization are very common operations, which occur as ...
International audienceModern computers keep following the traditional model of addressing memory lin...
The continuing evolution of Graphics Processing Units (GPU) has shown rapid performance increases ov...
Abstract—Memory layout transformations via data reorgani-zation are very common operations, which oc...
Parallel accelerators such as GPUs are notoriously hard to program; exploiting their full pe...
Many simulations in the physical sciences are expressed in terms of rectilinear arrays of variables....
Many simulations in the physical sciences are expressed in terms of rectilinear arrays of variables....
Graphics processing units (GPUs) have become prevalent in modern computing systems. While their high...
The advances of Graphic Processing Units (GPU) technology and the introduction of CUDA program-ming ...
N-dimensional transpose/permutation is a very important operation in many large-scale data intensive...
AbstractN-dimensional transpose/permutation is a very important operation in many large-scale data i...
This paper presents implementations of in‐place algorithms for transposing rectangular matrices. One...