Computer Architecture: Multithreading (II)
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2.5 Classification of Parallel Computers
52 // Architectures 2.5 Classification of Parallel Computers 2.5 Classification of Parallel Computers 2.5.1 Granularity In parallel computing, granularity means the amount of computation in relation to communication or synchronisation Periods of computation are typically separated from periods of communication by synchronization events. • fine level (same operations with different data) ◦ vector processors ◦ instruction level parallelism ◦ fine-grain parallelism: – Relatively small amounts of computational work are done between communication events – Low computation to communication ratio – Facilitates load balancing 53 // Architectures 2.5 Classification of Parallel Computers – Implies high communication overhead and less opportunity for per- formance enhancement – If granularity is too fine it is possible that the overhead required for communications and synchronization between tasks takes longer than the computation. • operation level (different operations simultaneously) • problem level (independent subtasks) ◦ coarse-grain parallelism: – Relatively large amounts of computational work are done between communication/synchronization events – High computation to communication ratio – Implies more opportunity for performance increase – Harder to load balance efficiently 54 // Architectures 2.5 Classification of Parallel Computers 2.5.2 Hardware: Pipelining (was used in supercomputers, e.g. Cray-1) In N elements in pipeline and for 8 element L clock cycles =) for calculation it would take L + N cycles; without pipeline L ∗ N cycles Example of good code for pipelineing: §doi =1 ,k ¤ z ( i ) =x ( i ) +y ( i ) end do ¦ 55 // Architectures 2.5 Classification of Parallel Computers Vector processors, fast vector operations (operations on arrays). Previous example good also for vector processor (vector addition) , but, e.g. recursion – hard to optimise for vector processors Example: IntelMMX – simple vector processor. -
Distributed Algorithms with Theoretic Scalability Analysis of Radial and Looped Load flows for Power Distribution Systems
Electric Power Systems Research 65 (2003) 169Á/177 www.elsevier.com/locate/epsr Distributed algorithms with theoretic scalability analysis of radial and looped load flows for power distribution systems Fangxing Li *, Robert P. Broadwater ECE Department Virginia Tech, Blacksburg, VA 24060, USA Received 15 April 2002; received in revised form 14 December 2002; accepted 16 December 2002 Abstract This paper presents distributed algorithms for both radial and looped load flows for unbalanced, multi-phase power distribution systems. The distributed algorithms are developed from tree-based sequential algorithms. Formulas of scalability for the distributed algorithms are presented. It is shown that computation time dominates communication time in the distributed computing model. This provides benefits to real-time load flow calculations, network reconfigurations, and optimization studies that rely on load flow calculations. Also, test results match the predictions of derived formulas. This shows the formulas can be used to predict the computation time when additional processors are involved. # 2003 Elsevier Science B.V. All rights reserved. Keywords: Distributed computing; Scalability analysis; Radial load flow; Looped load flow; Power distribution systems 1. Introduction Also, the method presented in Ref. [10] was tested in radial distribution systems with no more than 528 buses. Parallel and distributed computing has been applied More recent works [11Á/14] presented distributed to many scientific and engineering computations such as implementations for power flows or power flow based weather forecasting and nuclear simulations [1,2]. It also algorithms like optimizations and contingency analysis. has been applied to power system analysis calculations These works also targeted power transmission systems. [3Á/14]. -
Data-Flow Prescheduling for Large Instruction Windows in Out-Of-Order Processors
Data-Flow Prescheduling for Large Instruction Windows in Out-of-Order Processors Pierre Michaud, Andr´e Seznec IRISA/INRIA Campus de Beaulieu, 35042 Rennes Cedex, France {pmichaud, seznec}@irisa.fr Abstract We introduce data-flow prescheduling. Instructions are sent to the issue buffer in a predicted data-flow order instead The performance of out-of-order processors increases of the sequential order, allowing a smaller issue buffer. The with the instruction window size. In conventional proces- rationale of this proposal is to avoid using entries in the is- sors, the effective instruction window cannot be larger than sue buffer for instructions which operands are known to be the issue buffer. Determining which instructions from the yet unavailable. issue buffer can be launched to the execution units is a time- In our proposal, this reordering of instructions is accom- critical operation which complexity increases with the issue plished through an array of schedule lines. Each schedule buffer size. We propose to relieve the issue stage by reorder- line corresponds to a different depth in the data-flow graph. ing instructions before they enter the issue buffer. This study The depth of each instruction in the data-flow graph is de- introduces the general principle of data-flow prescheduling. termined, and the instruction is inserted in the correspond- Then we describe a possible implementation. Our prelim- ing schedule line. Lines are consumed by the issue buffer inary results show that data-flow prescheduling makes it sequentially. possible to enlarge the effective instruction window while Section 2 briefly describes issue buffers and discusses re- keeping the issue buffer small. -
Scalability and Performance Management of Internet Applications in the Cloud
Hasso-Plattner-Institut University of Potsdam Internet Technology and Systems Group Scalability and Performance Management of Internet Applications in the Cloud A thesis submitted for the degree of "Doktors der Ingenieurwissenschaften" (Dr.-Ing.) in IT Systems Engineering Faculty of Mathematics and Natural Sciences University of Potsdam By: Wesam Dawoud Supervisor: Prof. Dr. Christoph Meinel Potsdam, Germany, March 2013 This work is licensed under a Creative Commons License: Attribution – Noncommercial – No Derivative Works 3.0 Germany To view a copy of this license visit http://creativecommons.org/licenses/by-nc-nd/3.0/de/ Published online at the Institutional Repository of the University of Potsdam: URL http://opus.kobv.de/ubp/volltexte/2013/6818/ URN urn:nbn:de:kobv:517-opus-68187 http://nbn-resolving.de/urn:nbn:de:kobv:517-opus-68187 To my lovely parents To my lovely wife Safaa To my lovely kids Shatha and Yazan Acknowledgements At Hasso Plattner Institute (HPI), I had the opportunity to meet many wonderful people. It is my pleasure to thank those who sup- ported me to make this thesis possible. First and foremost, I would like to thank my Ph.D. supervisor, Prof. Dr. Christoph Meinel, for his continues support. In spite of his tight schedule, he always found the time to discuss, guide, and motivate my research ideas. The thanks are extended to Dr. Karin-Irene Eiermann for assisting me even before moving to Germany. I am also grateful for Michaela Schmitz. She managed everything well to make everyones life easier. I owe a thanks to Dr. Nemeth Sharon for helping me to improve my English writing skills. -
Jetson TX2 • NVIDIA Jetson Xavier • GPU Programming • Algorithm Mapping: • Convolutions Parallel Algorithm Execution
GPU and multicore CPU architectures. Algorithm mapping Contributors: N. Tsapanos, I. Karakostas, I. Pitas Aristotle University of Thessaloniki, Greece Presenter: Prof. Ioannis Pitas Aristotle University of Thessaloniki [email protected] www.multidrone.eu Presentation version 1.3 GPU and multicore CPU architectures. Algorithm mapping • GPU and multicore CPU processing boards • Graphics cards • NVIDIA Jetson TX2 • NVIDIA Jetson Xavier • GPU programming • Algorithm mapping: • Convolutions Parallel algorithm execution • Graphics computing: • Highly parallelizable • Linear algebra parallelization: • Vector inner products: 푐 = 풙푇풚. • Matrix-vector multiplications 풚 = 푨풙. • Matrix multiplications: 푪 = 푨푩. Parallel algorithm execution • Convolution: 풚 = 푨풙 • CNN architectures, linear systems, signal filtering. • Correlation: 풚 = 푨풙 • template matching, tracking. • Signal transforms (DFT, DCT, Haar, etc): • Matrix vector product form: 푿 = 푾풙 • 2D transforms (matrix product form): 푿’ = 푾푿. Processing Units • Multicore (CPU): • MIMD. • Focused on latency. • Best single thread performance. • Manycore (GPU): • SIMD. • Focused on throughput. • Best for embarrassingly parallel tasks. Pascal microarchitecture https://devblogs.nvidia.com/inside-pascal/gp100_block_diagram-2/ Pascal microarchitecture https://devblogs.nvidia.com/inside-pascal/gp100_sm_diagram/ GeForce GTX 1080 • Microarchitecture: Pascal. • DRAM: 8 GB GDDR5X at 10000 MHz. • SMs: 20. • Memory bandwidth: 320 GB/s. • CUDA cores: 2560. • L2 Cache: 2048 KB. • Clock (base/boost): 1607/1733 MHz. • L1 Cache: 48 KB per SM. • GFLOPs: 8873. • Shared memory: 96 KB per SM. GPU and multicore CPU architectures. Algorithm mapping • GPU and multicore CPU processing boards • Graphics cards • NVIDIA Jetson TX2 • NVIDIA Jetson Xavier • GPU programming • Algorithm mapping: • Convolutions ARM Cortex-A57: High-End ARMv8 CPU • ARMv8 architecture • Architecture evolution that extends ARM’s applicability to all markets. • Full ARM 32-bit compatibility, streamlined 64-bit capability. -
Scalability and Optimization Strategies for GPU Enhanced Neural Networks (Genn)
Scalability and Optimization Strategies for GPU Enhanced Neural Networks (GeNN) Naresh Balaji1, Esin Yavuz2, Thomas Nowotny2 {T.Nowotny, E.Yavuz}@sussex.ac.uk, [email protected] 1National Institute of Technology, Tiruchirappalli, India 2School of Engineering and Informatics, University of Sussex, Brighton, UK Abstract: Simulation of spiking neural networks has been traditionally done on high-performance supercomputers or large-scale clusters. Utilizing the parallel nature of neural network computation algorithms, GeNN (GPU Enhanced Neural Network) provides a simulation environment that performs on General Purpose NVIDIA GPUs with a code generation based approach. GeNN allows the users to design and simulate neural networks by specifying the populations of neurons at different stages, their synapse connection densities and the model of individual neurons. In this report we describe work on how to scale synaptic weights based on the configuration of the user-defined network to ensure sufficient spiking and subsequent effective learning. We also discuss optimization strategies particular to GPU computing: sparse representation of synapse connections and occupancy based block-size determination. Keywords: Spiking Neural Network, GPGPU, CUDA, code-generation, occupancy, optimization 1. Introduction The computational performance of traditional single-core CPUs has steadily increased since its arrival, primarily due to the combination of increased clock frequency, process technology advancements and compiler optimizations. The clock frequency was pushed higher and higher, from 5 MHz to 3 GHz in the years from 1983 to 2002, until it reached a stall a few years ago [1] when the power consumption and dissipation of the transistors reached peaks that could not compensated by its cost [2]. -
Computer Hardware Architecture Lecture 4
Computer Hardware Architecture Lecture 4 Manfred Liebmann Technische Universit¨atM¨unchen Chair of Optimal Control Center for Mathematical Sciences, M17 [email protected] November 10, 2015 Manfred Liebmann November 10, 2015 Reading List • Pacheco - An Introduction to Parallel Programming (Chapter 1 - 2) { Introduction to computer hardware architecture from the parallel programming angle • Hennessy-Patterson - Computer Architecture - A Quantitative Approach { Reference book for computer hardware architecture All books are available on the Moodle platform! Computer Hardware Architecture 1 Manfred Liebmann November 10, 2015 UMA Architecture Figure 1: A uniform memory access (UMA) multicore system Access times to main memory is the same for all cores in the system! Computer Hardware Architecture 2 Manfred Liebmann November 10, 2015 NUMA Architecture Figure 2: A nonuniform memory access (UMA) multicore system Access times to main memory differs form core to core depending on the proximity of the main memory. This architecture is often used in dual and quad socket servers, due to improved memory bandwidth. Computer Hardware Architecture 3 Manfred Liebmann November 10, 2015 Cache Coherence Figure 3: A shared memory system with two cores and two caches What happens if the same data element z1 is manipulated in two different caches? The hardware enforces cache coherence, i.e. consistency between the caches. Expensive! Computer Hardware Architecture 4 Manfred Liebmann November 10, 2015 False Sharing The cache coherence protocol works on the granularity of a cache line. If two threads manipulate different element within a single cache line, the cache coherency protocol is activated to ensure consistency, even if every thread is only manipulating its own data. -
18-741 Advanced Computer Architecture Lecture 1: Intro And
18-742 Fall 2012 Parallel Computer Architecture Lecture 10: Multithreading II Prof. Onur Mutlu Carnegie Mellon University 9/28/2012 Reminder: Review Assignments Due: Sunday, September 30, 11:59pm. Mutlu, “Some Ideas and Principles for Achieving Higher System Energy Efficiency,” NSF Position Paper and Presentation 2012. Ebrahimi et al., “Parallel Application Memory Scheduling,” MICRO 2011. Seshadri et al., “The Evicted-Address Filter: A Unified Mechanism to Address Both Cache Pollution and Thrashing,” PACT 2012. Pekhimenko et al., “Linearly Compressed Pages: A Main Memory Compression Framework with Low Complexity and Low Latency,” CMU SAFARI Technical Report 2012. 2 Feedback on Project Proposals In your email General feedback points Concrete mechanisms, even if not fully right, is a good place to start testing your ideas 3 Last Lecture Asymmetry in Memory Scheduling Wrap up Asymmetry Multithreading Fine-grained Coarse-grained 4 Today More Multithreading 5 More Multithreading 6 Readings: Multithreading Required Spracklen and Abraham, “Chip Multithreading: Opportunities and Challenges,” HPCA Industrial Session, 2005. Kalla et al., “IBM Power5 Chip: A Dual-Core Multithreaded Processor,” IEEE Micro 2004. Tullsen et al., “Exploiting choice: instruction fetch and issue on an implementable simultaneous multithreading processor,” ISCA 1996. Eyerman and Eeckhout, “A Memory-Level Parallelism Aware Fetch Policy for SMT Processors,” HPCA 2007. Recommended Hirata et al., “An Elementary Processor Architecture with Simultaneous Instruction Issuing from Multiple Threads,” ISCA 1992 Smith, “A pipelined, shared resource MIMD computer,” ICPP 1978. Gabor et al., “Fairness and Throughput in Switch on Event Multithreading,” MICRO 2006. Agarwal et al., “APRIL: A Processor Architecture for Multiprocessing,” ISCA 1990. 7 Review: Fine-grained vs. -
Evolution of Microprocessor Performance
EvolutionEvolution ofof MicroprocessorMicroprocessor PerformancePerformance So far we examined static & dynamic techniques to improve the performance of single-issue (scalar) pipelined CPU designs including: static & dynamic scheduling, static & dynamic branch predication. Even with these improvements, the restriction of issuing a single instruction per cycle still limits the ideal CPI = 1 Multiple Issue (CPI <1) Multi-cycle Pipelined T = I x CPI x C (single issue) Superscalar/VLIW/SMT Original (2002) Intel Predictions 1 GHz ? 15 GHz to ???? GHz IPC CPI > 10 1.1-10 0.5 - 1.1 .35 - .5 (?) Source: John P. Chen, Intel Labs We next examine the two approaches to achieve a CPI < 1 by issuing multiple instructions per cycle: 4th Edition: Chapter 2.6-2.8 (3rd Edition: Chapter 3.6, 3.7, 4.3 • Superscalar CPUs • Very Long Instruction Word (VLIW) CPUs. Single-issue Processor = Scalar Processor EECC551 - Shaaban Instructions Per Cycle (IPC) = 1/CPI EECC551 - Shaaban #1 lec # 6 Fall 2007 10-2-2007 ParallelismParallelism inin MicroprocessorMicroprocessor VLSIVLSI GenerationsGenerations Bit-level parallelism Instruction-level Thread-level (?) (TLP) 100,000,000 (ILP) Multiple micro-operations Superscalar /VLIW per cycle Simultaneous Single-issue CPI <1 u Multithreading SMT: (multi-cycle non-pipelined) Pipelined e.g. Intel’s Hyper-threading 10,000,000 CPI =1 u uuu u u Chip-Multiprocessors (CMPs) u Not Pipelined R10000 e.g IBM Power 4, 5 CPI >> 1 uuuuuuu u AMD Athlon64 X2 u uuuuu Intel Pentium D u uuuuuuuu u u 1,000,000 u uu uPentium u u uu i80386 u i80286 -
Parallel System Performance: Evaluation & Scalability
ParallelParallel SystemSystem Performance:Performance: EvaluationEvaluation && ScalabilityScalability • Factors affecting parallel system performance: – Algorithm-related, parallel program related, architecture/hardware-related. • Workload-Driven Quantitative Architectural Evaluation: – Select applications or suite of benchmarks to evaluate architecture either on real or simulated machine. – From measured performance results compute performance metrics: • Speedup, System Efficiency, Redundancy, Utilization, Quality of Parallelism. – Resource-oriented Workload scaling models: How the speedup of a parallel computation is affected subject to specific constraints: 1 • Problem constrained (PC): Fixed-load Model. 2 • Time constrained (TC): Fixed-time Model. 3 • Memory constrained (MC): Fixed-Memory Model. • Parallel Performance Scalability: For a given parallel system and a given parallel computation/problem/algorithm – Definition. Informally: – Conditions of scalability. The ability of parallel system performance to increase – Factors affecting scalability. with increased problem size and system size. Parallel Computer Architecture, Chapter 4 EECC756 - Shaaban Parallel Programming, Chapter 1, handout #1 lec # 9 Spring2013 4-23-2013 Parallel Program Performance • Parallel processing goal is to maximize speedup: Time(1) Sequential Work Speedup = < Time(p) Max (Work + Synch Wait Time + Comm Cost + Extra Work) Fixed Problem Size Speedup Max for any processor Parallelizing Overheads • By: 1 – Balancing computations/overheads (workload) on processors -
Computer Architecture Out-Of-Order Execution
Computer Architecture Out-of-order Execution By Yoav Etsion With acknowledgement to Dan Tsafrir, Avi Mendelson, Lihu Rappoport, and Adi Yoaz 1 Computer Architecture 2013– Out-of-Order Execution The need for speed: Superscalar • Remember our goal: minimize CPU Time CPU Time = duration of clock cycle × CPI × IC • So far we have learned that in order to Minimize clock cycle ⇒ add more pipe stages Minimize CPI ⇒ utilize pipeline Minimize IC ⇒ change/improve the architecture • Why not make the pipeline deeper and deeper? Beyond some point, adding more pipe stages doesn’t help, because Control/data hazards increase, and become costlier • (Recall that in a pipelined CPU, CPI=1 only w/o hazards) • So what can we do next? Reduce the CPI by utilizing ILP (instruction level parallelism) We will need to duplicate HW for this purpose… 2 Computer Architecture 2013– Out-of-Order Execution A simple superscalar CPU • Duplicates the pipeline to accommodate ILP (IPC > 1) ILP=instruction-level parallelism • Note that duplicating HW in just one pipe stage doesn’t help e.g., when having 2 ALUs, the bottleneck moves to other stages IF ID EXE MEM WB • Conclusion: Getting IPC > 1 requires to fetch/decode/exe/retire >1 instruction per clock: IF ID EXE MEM WB 3 Computer Architecture 2013– Out-of-Order Execution Example: Pentium Processor • Pentium fetches & decodes 2 instructions per cycle • Before register file read, decide on pairing Can the two instructions be executed in parallel? (yes/no) u-pipe IF ID v-pipe • Pairing decision is based… On data -
Threading SIMD and MIMD in the Multicore Context the Ultrasparc T2
Overview SIMD and MIMD in the Multicore Context Single Instruction Multiple Instruction ● (note: Tute 02 this Weds - handouts) ● Flynn’s Taxonomy Single Data SISD MISD ● multicore architecture concepts Multiple Data SIMD MIMD ● for SIMD, the control unit and processor state (registers) can be shared ■ hardware threading ■ SIMD vs MIMD in the multicore context ● however, SIMD is limited to data parallelism (through multiple ALUs) ■ ● T2: design features for multicore algorithms need a regular structure, e.g. dense linear algebra, graphics ■ SSE2, Altivec, Cell SPE (128-bit registers); e.g. 4×32-bit add ■ system on a chip Rx: x x x x ■ 3 2 1 0 execution: (in-order) pipeline, instruction latency + ■ thread scheduling Ry: y3 y2 y1 y0 ■ caches: associativity, coherence, prefetch = ■ memory system: crossbar, memory controller Rz: z3 z2 z1 z0 (zi = xi + yi) ■ intermission ■ design requires massive effort; requires support from a commodity environment ■ speculation; power savings ■ massive parallelism (e.g. nVidia GPGPU) but memory is still a bottleneck ■ OpenSPARC ● multicore (CMT) is MIMD; hardware threading can be regarded as MIMD ● T2 performance (why the T2 is designed as it is) ■ higher hardware costs also includes larger shared resources (caches, TLBs) ● the Rock processor (slides by Andrew Over; ref: Tremblay, IEEE Micro 2009 ) needed ⇒ less parallelism than for SIMD COMP8320 Lecture 2: Multicore Architecture and the T2 2011 ◭◭◭ • ◮◮◮ × 1 COMP8320 Lecture 2: Multicore Architecture and the T2 2011 ◭◭◭ • ◮◮◮ × 3 Hardware (Multi)threading The UltraSPARC T2: System on a Chip ● recall concurrent execution on a single CPU: switch between threads (or ● OpenSparc Slide Cast Ch 5: p79–81,89 processes) requires the saving (in memory) of thread state (register values) ● aggressively multicore: 8 cores, each with 8-way hardware threading (64 virtual ■ motivation: utilize CPU better when thread stalled for I/O (6300 Lect O1, p9–10) CPUs) ■ what are the costs? do the same for smaller stalls? (e.g.