Abstract. This paper presents the design and implementation of several funda-mental dense linear algebra (DLA) algorithms for multicore with Intel Xeon Phi Coprocessors. In particular, we consider algorithms for solving linear systems. Further, we give an overview of the MAGMA MIC library, an open source, high performance library that incorporates the developments presented, and in gen-eral provides to heterogeneous architectures of multicore with coprocessors the DLA functionality of the popular LAPACK library. The LAPACK-compliance simplifies the use of the MAGMA MIC library in applications, while providing them with portably performant DLA. High performance is obtained through use of the high-performance BLAS, hardware-specific tuning, a...
La prochaine cible de Exascale en calcul haute performance (High Performance Computing - HPC) et des...
AbstractOne-sided dense matrix factorizations are important computational kernels in many scientific...
This paper discusses the design of linear algebra libraries for high performance computers. Particul...
This paper presents the design and implementation of several fundamental dense linear algebra (DLA) ...
In a previous PPoPP paper we showed how the FLAME method-ology, combined with the SuperMatrix runtim...
Abstract. If multicore is a disruptive technology, try to imagine hybrid multicore systems enhanced ...
If multicore is a disruptive technology, try to imagine hybrid multicore systems enhanced with accel...
Dense linear algebra(DLA) is one of the most seven important kernels in high performance computing. ...
Abstract. We present an efficient and scalable programming model for the development of linear algeb...
Achieving high computation efficiency, in terms of Cycles per Instruction (CPI), for high-performanc...
Ensuring longevity and maintainability of modern software applications is mandatory for a proper ret...
The goal of the MAGMA project is to create a new generation of linear algebra libraries that achieve...
Abstract: If multicore is a disruptive technology, try to imagine hybrid multicore systems enhanced ...
Abstract. Implementations of the Basic Linear Algebra Subprograms (BLAS) interface are major buildin...
Abstract—Dense linear algebra has been traditionally used to evaluate the performance and efficiency...
La prochaine cible de Exascale en calcul haute performance (High Performance Computing - HPC) et des...
AbstractOne-sided dense matrix factorizations are important computational kernels in many scientific...
This paper discusses the design of linear algebra libraries for high performance computers. Particul...
This paper presents the design and implementation of several fundamental dense linear algebra (DLA) ...
In a previous PPoPP paper we showed how the FLAME method-ology, combined with the SuperMatrix runtim...
Abstract. If multicore is a disruptive technology, try to imagine hybrid multicore systems enhanced ...
If multicore is a disruptive technology, try to imagine hybrid multicore systems enhanced with accel...
Dense linear algebra(DLA) is one of the most seven important kernels in high performance computing. ...
Abstract. We present an efficient and scalable programming model for the development of linear algeb...
Achieving high computation efficiency, in terms of Cycles per Instruction (CPI), for high-performanc...
Ensuring longevity and maintainability of modern software applications is mandatory for a proper ret...
The goal of the MAGMA project is to create a new generation of linear algebra libraries that achieve...
Abstract: If multicore is a disruptive technology, try to imagine hybrid multicore systems enhanced ...
Abstract. Implementations of the Basic Linear Algebra Subprograms (BLAS) interface are major buildin...
Abstract—Dense linear algebra has been traditionally used to evaluate the performance and efficiency...
La prochaine cible de Exascale en calcul haute performance (High Performance Computing - HPC) et des...
AbstractOne-sided dense matrix factorizations are important computational kernels in many scientific...
This paper discusses the design of linear algebra libraries for high performance computers. Particul...