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Performing the Shuffle with the PM2I and Illiac SIMD Interconnection Networks
Performing the Shuffle with the PM2I and Illiac SIMD Interconnection Networks Robert R. Seban Howard Jay Siegel Purdue University School of Electrical Engineering West Lafayette, Indiana 47907 Abstract—Three SIMD single stage interconnection networks which have been proposed and studied in the literature are the Illiac, PM2I, and Shuffle-Exchange. Here the ability of the Illiac and PM2I networks to per- form the shuffle interconnection in an SIMD machine with N processors is examined. A lower bound of 3\/N/2 transfers for the Illiac to shuffle data is derived. An algorithm to do this task in 2\/N-l transfers is given. A lower bound of log2N transfers for the PM2I to shuffle data has been published previously. An algo- rithm to do this task in log2N + l in transfers is presented here. 1. Introduction This paper extends SIMD interconnection network studies presented in [28, 31]. In particular, the ability of Fig. 1: PE-to-PE SIMD machine configuration, with the PM2I and Illiac single stage interconnection SIMD machine networks to perform the shuffle interconnection NPEs. is examined. In [28] it is shown that a lower bound on of configuration is shown in Fig. 1. It is called the PE- the number of transfers needed for the PM2I network to to-PE organization. The network is unidirectional and perform the shuffle is log2N, where N is the number of connects each PE to some subset of the other PEs. A processing elements in the SIMD machine. The algo- transfer instruction causes data to be moved from each rithm presented here requires only (log2N) + l transfers. -
3Dfx Oral History Panel Gordon Campbell, Scott Sellers, Ross Q. Smith, and Gary M. Tarolli
3dfx Oral History Panel Gordon Campbell, Scott Sellers, Ross Q. Smith, and Gary M. Tarolli Interviewed by: Shayne Hodge Recorded: July 29, 2013 Mountain View, California CHM Reference number: X6887.2013 © 2013 Computer History Museum 3dfx Oral History Panel Shayne Hodge: OK. My name is Shayne Hodge. This is July 29, 2013 at the afternoon in the Computer History Museum. We have with us today the founders of 3dfx, a graphics company from the 1990s of considerable influence. From left to right on the camera-- I'll let you guys introduce yourselves. Gary Tarolli: I'm Gary Tarolli. Scott Sellers: I'm Scott Sellers. Ross Smith: Ross Smith. Gordon Campbell: And Gordon Campbell. Hodge: And so why don't each of you take about a minute or two and describe your lives roughly up to the point where you need to say 3dfx to continue describing them. Tarolli: All right. Where do you want us to start? Hodge: Birth. Tarolli: Birth. Oh, born in New York, grew up in rural New York. Had a pretty uneventful childhood, but excelled at math and science. So I went to school for math at RPI [Rensselaer Polytechnic Institute] in Troy, New York. And there is where I met my first computer, a good old IBM mainframe that we were just talking about before [this taping], with punch cards. So I wrote my first computer program there and sort of fell in love with computer. So I became a computer scientist really. So I took all their computer science courses, went on to Caltech for VLSI engineering, which is where I met some people that influenced my career life afterwards. -
PACKET 7 BOOKSTORE 433 Lecture 5 Dr W IBM OVERVIEW
“PROCESSORS” and multi-processors Excerpt from Hennessey Computer Architecture book; edits by JT Wunderlich PhD Plus Dr W’s IBM Research & Development: JT Wunderlich PhD “PROCESSORS” Excerpt from Hennessey Computer Architecture book; edits by JT Wunderlich PhD Historical Perspective and Further 7.14 Reading There is a tremendous amount of history in multiprocessors; in this section we divide our discussion by both time period and architecture. We start with the SIMD SIMD=SinGle approach and the Illiac IV. We then turn to a short discussion of some other early experimental multiprocessors and progress to a discussion of some of the great Instruction, debates in parallel processing. Next we discuss the historical roots of the present multiprocessors and conclude by discussing recent advances. Multiple Data SIMD Computers: Attractive Idea, Many Attempts, No Lasting Successes The cost of a general multiprocessor is, however, very high and further design options were considered which would decrease the cost without seriously degrading the power or efficiency of the system. The options consist of recentralizing one of the three major components. Centralizing the [control unit] gives rise to the basic organization of [an] . array processor such as the Illiac IV. Bouknight, et al.[1972] The SIMD model was one of the earliest models of parallel computing, dating back to the first large-scale multiprocessor, the Illiac IV. The key idea in that multiprocessor, as in more recent SIMD multiprocessors, is to have a single instruc- tion that operates on many data items at once, using many functional units (see Figure 7.14.1). Although successful in pushing several technologies that proved useful in later projects, it failed as a computer. -
SIMD1 Ñ Illiac IV
Illiac IV History Illiac IV n First massively parallel computer ● SIMD (duplicate the PE, not the CU) ● First large system with semiconductor- based primary memory n Three earlier designs (vacuum tubes and transistors) culminating in the Illiac IV design, all at the University of Illinois ● Logical organization similar to the Solomon (prototyped by Westinghouse) ● Sponsored by DARPA, built by various companies, assembled by Burroughs ● Plan was for 256 PEs, in 4 quadrants of 64 PEs, but only one quadrant was built ● Used at NASA Ames Research Center in mid-1970s 1 Fall 2001, Lecture SIMD1 2 Fall 2001, Lecture SIMD1 Illiac IV Architectural Overview Programming Issues n One CU (control unit), n Consider the following FORTRAN code: 64 64-bit PEs (processing elements), DO 10 I = 1, 64 each PE has a PEM (PE memory) 10 A(I) = B(I) + C(I) ● Put A(1), B(1), C(1) on PU 1, etc. n CU operates on scalars, PEs on vector- n Each PE loads RGA from base+1, aligned arrays adds base+2, stores into base, ● All PEs execute the instruction broadcast where “base” is base of data in PEM by the CU, if they are in active mode n Each PE does this simultaneously, giving a speedup of 64 ● Each PE can perform various arithmetic ● and logical instructions For less than 64 array elements, some processors will sit idle ● Each PE has a memory with 2048 64-bit ● words, accessed in less than 188 ns For more than 64 array elements, some processors might have to do more work ● PEs can operate on data in 64-bit, 32-bit, and 8-bit formats n For some algorithms, it may be desirable to turn off PEs n Data routed between PEs various ways ● 64 PEs compute, then one half passes data to other half, then 32 PEs compute, n I/O is handled by a separate Burroughs etc. -
Hive: Fault Containment for Shared-Memory Multiprocessors
Hive: Fault Containment for Shared-Memory Multiprocessors John Chapin, Mendel Rosenblum, Scott Devine, Tirthankar Lahiri, Dan Teodosiu, and Anoop Gupta Computer Systems Laboratory Stanford University, Stanford CA 94305 htkp: //www-flash. skanforcl. edu Abstract In this paper we describe Hive, an operahng system designed for large-scale shared-memory multiprocessors. Hive is Reliability and scalability are major concerns when designing fundamentally different from previous monolithic and microkernel operating systems for large-scale shared-memory multiprocessors. SMP OS implementations: it IS structured as an internal distributed In this paper we describe Hive, an operating system with a novel system of independent kernels called ce/ls. This multicellular kernel architecture that addresses these issues Hive is structured kernel architecture has two main advantages: as an internal distributed system of independent kernels called ● Re[mbiltry: In SMP OS implementations, any significant cells. This improves reliabihty because a hardwme or software hardware or software fault causes the entire system to crash. fault damages only one cell rather than the whole system, and For large-scale machines this can result in an unacceptably low improves scalability because few kernel resources are shared by mean time to failure. In Hive, only the cell where the fault processes running on different cells. The Hive prototype is a occurred crashes, so only the processes using the resources of complete implementation of UNIX SVR4 and is targeted to run on that cell are affected. This is especially beneficial for compute the Stanford FLASH multiprocessor. server workloads where there are multiple independent This paper focuses on Hive’s solutlon to the following key processes. -
Vector Machines Vector Machines Today Introduction a Vector Processor Is a CPU That Can Run One Instructiononanentire Vector of Data
Hakam Zaidan Stephen Moore Outline Vector Architectures Properties Applications History Westinghouse Solomon ILLIAC IV CDC STAR 100 Cray‐1 Other Cray Vector Machines Vector Machines Today Introduction A Vector processor is a CPU that can run one instructiononanentire vector of data. The fetched number of instructions are small. They also achieve data parallelism in large scientific and multimedia applications. Styles of Vector Architectures Based on how the operands are fetched, vector processors can be divided into two categories: Memory‐Memory Architecture. Vector‐Register Architecture. Vector Processor Elements Vector Register: Fixed length, single vector, ports for reading and writing. Usually 8 to 32 registers of length 64 or 128 bits. Vector Functional Units (FUs): Usually 4‐8 functional units: FP mult, FP add, and FP divide, in addition to the integer add and logical shift Vector Load Store Unit (LSUs). Scalar registers. Cross‐bar. Vector Processor Properties Results are independent. Known pattern for memory access by the vector instructions. In pipelines, branches and branch problems are reduced. Single vector instruction indicate huge amount of calculations (e.g. loops). Disadvantages With scalar instructions: Relatively slow. Some difficulties in the implementation of the precise exceptions. High cost for on‐chip vector memory systems. Code complexity. Applications Lossy compression. Lossless compression. Multimedia Processing. Standard benchmarking kernels. Handwriting recognition. Speech recognition. Cryptography. Operating system and networking. Databases. Support of language run‐time. History In 1962, Illinois Automatic Computer series of super computers ILLIAC I, ILLIAC II, ILLIAC III, ILLIAC IV (with 64 ALUs 100‐ 150 Mflops). In 1973 TI’s Advance Scientific Computer (ASC) 20‐80 Mflops. -
Kingston Memory in Your System Contents
KINGSTON MEMORY IN YOUR SYSTEM CONTENTS page Introduction 2 1 System Specific Memory 2 1.1 Kingston Technology memory and your system’s warranty 2 1.1.1 Using Kingston Technology memory means your system warranty remains valid 2 1.1.2 Letter of confirmation from the Vice President, European Sales and Marketing 3 2 Kingston Technology Memory in Specific Manufacturers’ Systems 4 2.1 Kingston Technology memory in Compaq systems 4 2.1.1 Compaq recognition 5 2.1.2 Kingston Technology memory and Compaq’s Insight Manager® 5 2.2 Kingston Technology and Hewlett Packard 5 2.2.1 Hewlett Packard’s system warranty remains valid when using Kingston memory 5 2.2.2 Kingston’s partnership with Hewlett Packard 6 2.3 Kingston Technology and Sun Systems 6 2.3.1 Sun’s system warranty remains valid when using Kingston memory 6 2.3.2 Kingston Technology is a member of the Sun Developer Connection 6 2.3.2 Kingston Technology is part of the Cobalt Developer Network 6 3 Service Partnerships 7 3.1 Kingston Technology & SGI 7 3.1.1 Licensing Agreement 7 3.1.2 Kingston Technology’s European Service Agreement with SGI 7 4 Kingston Technology Strategic Relationships 8 4.1 Kingston Technology and Toshiba 8 4.2 Kingston Technology and Dell 9 4.3 Kingston Technology and Apple 9 4.4 Kingston Technology and JEDEC 9 4.5 Kingston Technology and Intel 9 4.6 Kingston Technology and Rambus 10 4.7 Kingston Technology and Microsoft 10 5 OEM Manufacturing 11 5.1 Some details of Kingston Technology’s OEM manufacturing 11 6 Why Kingston Technology Europe Ltd? 12 1 INTRODUCTION Kingston Technology is the world’s leading manufacturer of memory products, supplying more than 2000 products for over 4000 systems. -
The CRAY- 1 Computer System
We believe the key to the 10's longevity is its basically simple, clean structure with adequately large (one Mbyte) address space that allows users to get work done. In this way, it has evolved easily with use and with technology. An equally significant factor in Computer G. Bell, S. H. Fuller, and its success is a single operating system environment Systems D. Siewiorek, Editors enabling user program sharing among all machines. The machine has thus attracted users who have built significant languages and applications in a variety of The CRAY- 1 environments. These user-developers are thus the dominant system architects-implementors. Computer System In retrospect, the machine turned out to be larger Richard M. Russell and further from a minicomputer than we expected. Cray Research, Inc. As such it could easily have died or destroyed the tiny DEC organization that started it. We hope that this paper has provided insight into the interactions of its development. This paper describes the CRAY,1, discusses the evolution of its architecture, and gives an account of Acknowledgments. Dan Siewiorek deserves our some of the problems that were overcome during its greatest thanks for helping with a complete editing of manufacture. the text. The referees and editors have been especially The CRAY-1 is the only computer to have been helpful. The important program contributions by users built to date that satisfies ERDA's Class VI are too numerous for us to give by name but here are requirement (a computer capable of processing from most of them: APL, Basic, BLISS, DDT, LISP, Pascal, 20 to 60 million floating point operations per second) Simula, sos, TECO, and Tenex. -
Performance of Various Computers Using Standard Linear Equations Software
———————— CS - 89 - 85 ———————— Performance of Various Computers Using Standard Linear Equations Software Jack J. Dongarra* Electrical Engineering and Computer Science Department University of Tennessee Knoxville, TN 37996-1301 Computer Science and Mathematics Division Oak Ridge National Laboratory Oak Ridge, TN 37831 University of Manchester CS - 89 - 85 June 15, 2014 * Electronic mail address: [email protected]. An up-to-date version of this report can be found at http://www.netlib.org/benchmark/performance.ps This work was supported in part by the Applied Mathematical Sciences subprogram of the Office of Energy Research, U.S. Department of Energy, under Contract DE-AC05-96OR22464, and in part by the Science Alliance a state supported program at the University of Tennessee. 6/15/2014 2 Performance of Various Computers Using Standard Linear Equations Software Jack J. Dongarra Electrical Engineering and Computer Science Department University of Tennessee Knoxville, TN 37996-1301 Computer Science and Mathematics Division Oak Ridge National Laboratory Oak Ridge, TN 37831 University of Manchester June 15, 2014 Abstract This report compares the performance of different computer systems in solving dense systems of linear equations. The comparison involves approximately a hundred computers, ranging from the Earth Simulator to personal computers. 1. Introduction and Objectives The timing information presented here should in no way be used to judge the overall performance of a computer system. The results reflect only one problem area: solving dense systems of equations. This report provides performance information on a wide assortment of computers ranging from the home-used PC up to the most powerful supercomputers. The information has been collected over a period of time and will undergo change as new machines are added and as hardware and software systems improve. -
Lmbench: Portable Tools for Performance Analysis
The following paper was originally published in the Proceedings of the USENIX 1996 Annual Technical Conference San Diego, California, January 1996 lmbench: Portable Tools for Performance Analysis Larry McVoy, Silicon Graphics Carl Staelin, Hewlett-Packard Laboratories For more information about USENIX Association contact: 1. Phone: 510 528-8649 2. FAX: 510 548-5738 3. Email: [email protected] 4. WWW URL: http://www.usenix.org lmbench: Portable tools for performance analysis Larry McVoy Silicon Graphics, Inc. Carl Staelin Hewlett-Packard Laboratories Abstract of this benchmark suite obsolete or irrelevant. lmbench is a micro-benchmark suite designed to lmbench is already in widespread use at many focus attention on the basic building blocks of many sites by both end users and system designers. In some common system applications, such as databases, simu- cases, lmbench has provided the data necessary to lations, software development, and networking. In discover and correct critical performance problems almost all cases, the individual tests are the result of that might have gone unnoticed. lmbench uncovered analysis and isolation of a customer’s actual perfor- a problem in Sun’s memory management software that mance problem. These tools can be, and currently are, made all pages map to the same location in the cache, used to compare different system implementations effectively turning a 512 kilobyte (K) cache into a 4K from different vendors. In several cases, the bench- cache. marks have uncovered previously unknown bugs and lmbench measures only a system’s ability to design flaws. The results have shown a strong correla- transfer data between processor, cache, memory, net- tion between memory system performance and overall work, and disk. -
Performance of Various Computers Using Standard Linear Equations Software
———————— CS - 89 - 85 ———————— Performance of Various Computers Using Standard Linear Equations Software Jack J. Dongarra* Electrical Engineering and Computer Science Department University of Tennessee Knoxville, TN 37996-1301 Computer Science and Mathematics Division Oak Ridge National Laboratory Oak Ridge, TN 37831 University of Manchester CS - 89 - 85 September 30, 2009 * Electronic mail address: [email protected]. An up-to-date version of this report can be found at http://WWW.netlib.org/benchmark/performance.ps This Work Was supported in part by the Applied Mathematical Sciences subprogram of the Office of Energy Research, U.S. Department of Energy, under Contract DE-AC05-96OR22464, and in part by the Science Alliance a state supported program at the University of Tennessee. 9/30/2009 2 Performance of Various Computers Using Standard Linear Equations Software Jack J. Dongarra Electrical Engineering and Computer Science Department University of Tennessee Knoxville, TN 37996-1301 Computer Science and MatHematics Division Oak Ridge National Laboratory Oak Ridge, TN 37831 University of Manchester September 30, 2009 Abstract This report compares the performance of different computer systems in solving dense systems of linear equations. The comparison involves approximately a hundred computers, ranging from the Earth Simulator to personal computers. 1. Introduction and Objectives The timing information presented here should in no way be used to judge the overall performance of a computer system. The results reflect only one problem area: solving dense systems of equations. This report provides performance information on a wide assortment of computers ranging from the home-used PC up to the most powerful supercomputers. The information has been collected over a period of time and will undergo change as new machines are added and as hardware and software systems improve. -
Performance of Various Computers Using Standard Linear Equations
CS Performance of Various Computers Using Standard Linear Equations Software Jack J Dongarra Computer Science Department UniversityofTennessee Knoxville TN and Mathematical Sciences Section Oak Ridge National Lab oratory Oak Ridge TN CS Novemb er Electronic mail address dongarracsutkedu An uptodate version of this rep ort can b e found at httpwwwnetliborgb enchmarkp erformanceps This work was supp orted in part by the Applied Mathematical Sciences subprogram of the Oce of Energy Research US Department of Energy under Contract DEACOR and in part by the Science Alliance a state supp orted program at the UniversityofTennessee Performance of Various Computers Using Standard Linear Equations Software Jack J Dongarra Computer Science Department UniversityofTennessee Knoxville TN and Mathematical Sciences Section Oak Ridge National Lab oratory Oak Ridge TN Novemb er Abstract This rep ort compares the p erformance of dierent computer systems in solving dense systems of linear equations The comparison involves approximately a hundred computers ranging from aCray YMP to scientic workstations such as the Ap ollo and Sun to IBM PCs Intro duction and Ob jectives The timing information presented here should in no way b e used to judge the overall p erformance of a computer system The results reect only one problem area solving dense systems of equations This rep ort provides p erformance information on a wide assortment of computers ranging from the homeused PC up to the most powerful sup ercomputers The information has been