FPGA Acceleration of Domain-specific Kernels via High-Level Synthesis

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Effective data parallel computing on multicore processors

The rise of chip multiprocessing or the integration of multiple general purpose processing cores on a single chip (multicores), has impacted all computing platforms including high performance, servers, desktops, mobile, and embedded processors. Programmers can no longer expect continued increases in software performance without developing parallel, memory hierarchy friendly software that can effectively exploit the chip level multiprocessing paradigm of multicores. The goal of this dissertation is to demonstrate a design process for data parallel problems that starts with a sequential algorithm and ends with a high performance implementation on a multicore platform. Our design process combines theoretical algorithm analysis with practical optimization techniques. Our target multicores are quad-core processors from Intel and the eight-SPE IBM Cell B.E. Target applications include Matrix Multiplications (MM), Finite Difference Time Domain (FDTD), LU Decomposition (LUD), and Power Flow Solver based on Gauss-Seidel (PFS-GS) algorithms. These applications are popular computation methods in science and engineering problems and are characterized by unit-stride (MM, LUD, and PFS-GS) or 2-point stencil (FDTD) memory access pattern. The main contributions of this dissertation include a cache- and space-efficient algorithm model, integrated data pre-fetching and caching strategies, and in-core optimization techniques. Our multicore efficient implementations of the above described applications outperform nai¨ve parallel implementations by at least 2x and scales well with problem size and with the number of processing cores

GPGPU Processing in CUDA Architecture

The future of computation is the Graphical Processing Unit, i.e. the GPU. The promise that the graphics cards have shown in the field of image processing and accelerated rendering of 3D scenes, and the computational capability that these GPUs possess, they are developing into great parallel computing units. It is quite simple to program a graphics processor to perform general parallel tasks. But after understanding the various architectural aspects of the graphics processor, it can be used to perform other taxing tasks as well. In this paper, we will show how CUDA can fully utilize the tremendous power of these GPUs. CUDA is NVIDIA's parallel computing architecture. It enables dramatic increases in computing performance, by harnessing the power of the GPU. This paper talks about CUDA and its architecture. It takes us through a comparison of CUDA C/C++ with other parallel programming languages like OpenCL and DirectCompute. The paper also lists out the common myths about CUDA and how the future seems to be promising for CUDA.Comment: 16 pages, 5 figures, Advanced Computing: an International Journal (ACIJ) 201

Etude de l'adéquation des machines Exascale pour les algorithmes implémentant la méthode du Reverse Time Migation

As we are expecting Exascale systems for the 2018-2020 time frame, performance analysis and characterization of applications for new processor architectures and large scale systems are important tasks that permit to anticipate the required changes to efficiently exploit the future HPC systems. This thesis focuses on seismic imaging applications used for modeling complex physical phenomena, in particular the depth imaging application called Reverse Time Migration (RTM). My first contribution consists in characterizing and modeling the performance of the computational core of RTM which is based on finite-difference time-domain (FDTD) computations. I identify and explore the major tuning parameters influencing performance and the interaction between the architecture and the application. The second contribution is an analysis to identify the challenges for a hybrid and heterogeneous implementation of FDTD for manycore architectures. We target Intel’s first Xeon Phi co-processor, the Knights Corner. This architecture is an interesting proxy for our study since it contains some of the expected features of an Exascale system: concurrency and heterogeneity.My third contribution is an extension of the performance analysis and modeling to the full RTM. This adds communications and IOs to the computation part. RTM is a data intensive application and requires the storage of intermediate values of the computational field resulting in expensive IO accesses. My fourth contribution is the final measurement and model validation of my hybrid RTM implementation on a large system. This has been done on Stampede, a machine of the Texas Advanced Computing Center (TACC), which allows us to test the scalability up to 64 nodes each containing one 61-core Xeon Phi and two 8-core CPUs for a total close to 5000 heterogeneous coresLa caractérisation des applications en vue de les préparer pour les nouvelles architectures et les porter sur des systèmes très étendus est une étape importante pour pouvoir anticiper les modifications nécessaires. Comme les machines Exascale sont prévues pour la période 2018-2020, l'étude des applications et leur préparation pour ces machines s'avèrent donc essentielles. Nous nous intéressons aux applications d'imagerie sismique et en particulier à l'application Reverse Time Migration (RTM) car elle est très utilisée par les pétroliers dans le cadre de l'exploration sismique.La première partie de nos travaux a porté sur l'étude du cœur de calcul de l'application RTM qui consiste en un calcul de différences finies dans le domaine temporel (FDTD). Nous avons caractérisé cette partie de l'application en soulevant les aspects architecturaux des machines actuelles ayant un fort impact sur la performance, notamment les caches, les bandes passantes et le prefetching. Cette étude a abouti à l'élaboration d'un modèle de performance permettant de prédire le trafic DRAM des FDTD. La deuxième partie de la thèse se focalise sur l'impact de l'hétérogénéité et le parallélisme sur la FDTD et sur RTM. Nous avons choisi l'architecture manycore d’Intel, Xeon Phi, et nous avons étudié une implémentation "native" et une implémentation hétérogène et hybride, la version "symmetric". Enfin, nous avons porté l'application RTM sur un cluster hétérogène, Stampede du Texas Advanced Computing Center (TACC), où nous avons effectué des tests de scalabilité allant jusqu'à 64 nœuds contenant des coprocesseurs Xeon Phi et des processeurs Sandy Bridge ce qui correspond à presque 5000 cœur

FBLAS: Streaming Linear Algebra on FPGA

Spatial computing architectures pose an attractive alternative to mitigate control and data movement overheads typical of load-store architectures. In practice, these devices are rarely considered in the HPC community due to the steep learning curve, low productivity and lack of available libraries for fundamental operations. High-level synthesis (HLS) tools are facilitating hardware programming, but optimizing for these architectures requires factoring in new transformations and resources/performance trade-offs. We present FBLAS, an open-source HLS implementation of BLAS for FPGAs, that enables reusability, portability and easy integration with existing software and hardware codes. FBLAS' implementation allows scaling hardware modules to exploit on-chip resources, and module interfaces are designed to natively support streaming on-chip communications, allowing them to be composed to reduce off-chip communication. With FBLAS, we set a precedent for FPGA library design, and contribute to the toolbox of customizable hardware components necessary for HPC codes to start productively targeting reconfigurable platforms

並列計算アクセラレータへの効率的なアプリケーションマッピングに関する研究

長崎大学学位論文 学位記番号:博(工)甲第3号 学位授与年月日:平成26年3月20日Nagasaki University (長崎大学)課程博

Accelerating the Performance of a Novel Meshless Method Based on Collocation With Radial Basis Functions By Employing a Graphical Processing Unit as a Parallel Coprocessor

In recent times, a variety of industries, applications and numerical methods including the meshless method have enjoyed a great deal of success by utilizing the graphical processing unit (GPU) as a parallel coprocessor. These benefits often include performance improvement over the previous implementations. Furthermore, applications running on graphics processors enjoy superior performance per dollar and performance per watt than implementations built exclusively on traditional central processing technologies. The GPU was originally designed for graphics acceleration but the modern GPU, known as the General Purpose Graphical Processing Unit (GPGPU) can be used for scientific and engineering calculations. The GPGPU consists of massively parallel array of integer and floating point processors. There are typically hundreds of processors per graphics card with dedicated high-speed memory. This work describes an application written by the author, titled GaussianRBF to show the implementation and results of a novel meshless method that in-cooperates the collocation of the Gaussian radial basis function by utilizing the GPU as a parallel co-processor. Key phases of the proposed meshless method have been executed on the GPU using the NVIDIA CUDA software development kit. Especially, the matrix fill and solution phases have been carried out on the GPU, along with some post processing. This approach resulted in a decreased processing time compared to similar algorithm implemented on the CPU while maintaining the same accuracy