International audienceCurrent compilers cannot generate code that can compete with hand-tuned code in efficiency, even for a simple kernel like matrix–matrix multiplication (MMM). A key step in program optimization is the estimation of optimal values for parameters such as tile sizes and number of levels of tiling. The scheduling parameter values selection is a very difficult and time-consuming task, since parameter values depend on each other; this is why they are found by using searching methods and empirical techniques. To overcome this problem, the scheduling sub-problems must be optimized together, as one problem and not separately. In this paper, an MMM methodology is presented where the optimum scheduling parameters are found by decr...
During the last half-decade, a number of research efforts have centered around developing software f...
This paper examines how to write code to gain high performance on modern computers as well as the im...
AbstractThis paper presents results of our study on double-precision general matrix-matrix multiplic...
International audienceCurrent compilers cannot generate code that can compete with hand-tuned code i...
Current compilers cannot generate code that can compete with hand-tuned code in efficiency, even for...
This is the Accepted Manuscript version of the following article: V. Kelefouras, A Kritikakou I. Mpo...
Matrix-Matrix Multiplication (MMM) is a highly important kernel in linear algebra algorithms and the...
In order to utilize the tremendous computing power of grpahics hardware and to automatically adapt t...
Graphics hardware's performance is advancing much faster than the performance of conventional microp...
Graphics hardware’s performance is advancing much faster than the performance of conventional microp...
This thesis describes novel techniques and test implementations for optimizing numerically intensive...
In this paper, a new methodology for computing the Dense Matrix Vector Multiplication, for both embe...
The use of auto-tuning techniques in a matrix multiplication routine for hybrid CPU+GPU platforms is...
Abstract. Traditional parallel programming methodologies for improv-ing performance assume cache-bas...
Out-of-core implementations of algorithms for dense matrix computations have traditionally focused o...
During the last half-decade, a number of research efforts have centered around developing software f...
This paper examines how to write code to gain high performance on modern computers as well as the im...
AbstractThis paper presents results of our study on double-precision general matrix-matrix multiplic...
International audienceCurrent compilers cannot generate code that can compete with hand-tuned code i...
Current compilers cannot generate code that can compete with hand-tuned code in efficiency, even for...
This is the Accepted Manuscript version of the following article: V. Kelefouras, A Kritikakou I. Mpo...
Matrix-Matrix Multiplication (MMM) is a highly important kernel in linear algebra algorithms and the...
In order to utilize the tremendous computing power of grpahics hardware and to automatically adapt t...
Graphics hardware's performance is advancing much faster than the performance of conventional microp...
Graphics hardware’s performance is advancing much faster than the performance of conventional microp...
This thesis describes novel techniques and test implementations for optimizing numerically intensive...
In this paper, a new methodology for computing the Dense Matrix Vector Multiplication, for both embe...
The use of auto-tuning techniques in a matrix multiplication routine for hybrid CPU+GPU platforms is...
Abstract. Traditional parallel programming methodologies for improv-ing performance assume cache-bas...
Out-of-core implementations of algorithms for dense matrix computations have traditionally focused o...
During the last half-decade, a number of research efforts have centered around developing software f...
This paper examines how to write code to gain high performance on modern computers as well as the im...
AbstractThis paper presents results of our study on double-precision general matrix-matrix multiplic...