Scalable Compiler Optimizations for Improving the Memory System Performance in Multi- and Many-Core Processors

Total Page:16

File Type:pdf, Size:1020Kb

Scalable Compiler Optimizations for Improving the Memory System Performance in Multi- and Many-Core Processors Scalable Compiler Optimizations for Improving the Memory System Performance in Multi- and Many-core Processors A THESIS SUBMITTED TO THE FACULTY OF THE GRADUATE SCHOOL OF THE UNIVERSITY OF MINNESOTA BY Sanyam Mehta IN PARTIAL FULFILLMENT OF THE REQUIREMENTS FOR THE DEGREE OF DOCTOR OF PHILOSOPHY Pen-Chung Yew September, 2014 c Sanyam Mehta 2014 ALL RIGHTS RESERVED Acknowledgements I would first of all acknowledge my Teachers for molding the direction of my life’s path, espe- cially when I had entered my Bachelor’s and needed such clear guidance the most. Not only was I introduced to research by them, but was also, more importantly, taught the utility of the education that I was getting. I have ever since been clear about things to do next that will benefit me and others, and thus contribute positively in a little way to the society. As a PhD student, I feel that I was blessed to have Professor Yew as my advisor. Right from the beginning, he encouraged and helped me to choose the right problems to work on, and was always there to provide me with the right guidance at the right moments based on his vast experience of our research area. In addition, I would also like to extend my heartfelt thanks to Professor Zhai, for helping me refine my work and make it appealing to the target audience. She has especially been very helpful in teaching me to make presentations for conferences. Also, I would thank, Professor Kumar for always being very warm and accomodating throughout my stay at the University of Minnesota and while serving as a member on my committee, and Professor David Lilja, Professor Stephen McCamant, Professor Daniel Boley and Dr. Aamer Jaleel for honoring me with their presence during my thesis defense and asking me insightful questions. I would also thank my very dear friends, Ankit, Ashish, Ayush, Rajat, Saket, and Shashank for helping me in various ways to stay focused towards my goal in life. It is because of being happy in their presence that I could work effectively at college. Finally, I would thank my parents, brother, and also other family members. They first of all cared for me and taught me all that I knew until I grew up and could think about things, and then allowing me to be in a different country for my PhD. They have been very understanding and accomodating to allow me to do something that I thought would be helpful for all, and have always encouraged me and blessed me to be successful. i Dedication To my Teacher and Parents ii Abstract The last decade has seen the transition from unicore processors to their multi-core (and now many-core) counterparts. Today, multi-cores are ubiquitous - they form the core fabric of our laptop and desktop PCs, supercomputers, datacenters, and also mobile devices. This transition has brought about renewed focus on compiler developers to extract performance from these parallel processors. In addition to extracting parallelism, another important responsibility of a parallelizing (or optimizing) compiler is to improve the memory system performance of the source program. This is particularly important because all cores on the chip simultaneously demand for data from the slow memory, and thus computation ends up waiting for the arriving data. In other words, the multi-cores have accentuated the memory-wall. These simultaneous requests for data from off-chip memory also leads to contention for bandwidth in off-chip net- work (called bandwidth wall), leading to further increase in the effective memory latency as seen by the executing program. While the above responsibilities of a parallelizing compiler are better understood, we iden- tify three key challenges facing the compiler developers on current processors. These include, (1) the diverse set of microarchitectures existent at any time, and more importantly, the changes in micrarchitecture between generations. We identify that the existing compilers have partic- ularly been unable to adapt to some of the important changes to microarchitecture in the last decade, resulting in suboptimal optimizations. (2) Poor show of compilers in real applications that contain large scope of statements amenable for optimization. This weakness stems from the lack of a good cost model for deciding statements to fuse, and sheer inability to fuse due to ineffective dependence analysis. (3) Unscalability of compilers - this is a traditional limitation of compilers where the compilers choose to optimize small scopes to contain the compile time and memory requirement, and thus loose optimization opportunities. In this thesis, we make the following contributions to address the above challenges. 1. We revisit three compiler optimizations (loop tiling and loop fusion for enhancing tem- poral locality and data prefetching for hiding memory latency) for improving memory (and parallel) performance in light of the various recent advances in microarchitecture, including deeper memory hierarchy, the multithreading technology, the (short-vector) iii SIMDization technology, and hardware prefetching, and propose generic algorithms im- plementable in production compilers for a range of processors. 2. We propose wise heuristics in a cost model to choose good statements to fuse, and also improve dependence analysis to not loose critical fusion opportunity in application pro- grams when it exists. 3. The final contribution of this thesis is a solution to the unscalability problem. Based on program semantics, we devise a way to represent the entire program with much fewer rep- resentative statements and dependences, leading to significantly improved compile time and memory requirement for compilation. Thus, real applications can now be optimized not only efficiently, but also at a very low overhead. iv Contents Acknowledgements i Dedication ii Abstract iii List of Tables ix List of Figures x 1 Introduction 1 1.1 Key challenges for compiler developers in the present day . 2 1.1.1 The diverse world of computer architecture that also keeps on evolving 2 1.1.2 Real applications and poor show . 5 1.1.3 Unscalability: The traditional woe of compilers . 6 1.2 Contribution of this thesis . 7 1.3 Organization of the thesis . 8 1.4 Related Publications . 9 2 Background 10 2.1 Loop Tiling and Tile Size Selection . 11 2.2 Data Prefetching . 13 2.3 Loop Fusion and Polyhedral Compiler Framework . 15 2.3.1 Overview of the Polyhedral Framework . 16 v 3 Tile Size Selection, from Then to Now 20 3.1 Introduction . 20 3.2 Motivation . 22 3.2.1 Modeling the effect of set-associativity. 22 3.2.2 Tapping into data reuse at multiple levels of cache. 24 3.3 Our Approach . 26 3.3.1 Data reuse in L1 cache. 26 3.3.2 Data reuse in L2 cache. 28 3.3.3 Data reuse in both L1 and L2 cache . 29 3.3.4 Interaction with vectorization. 31 3.3.5 Interaction with Time Skewing. 32 3.3.6 Other factors that influence tiling. 34 3.4 The Tile Size Selection (TSS) Algorithm . 36 3.4.1 Scope of the algorithm . 38 3.4.2 The Framework . 40 3.5 Experimental Setup . 41 3.6 Experimental Results . 42 3.7 Related Work . 49 3.8 Conclusion . 50 4 Coordinated Multi-Stage Prefetching for Present-day Processors 52 4.1 Introduction . 52 4.2 Motivation . 55 4.3 Coordinated Multi-stage Data Prefetching . 56 4.3.1 What to Prefetch . 56 4.3.2 Where to Insert Prefetch Instructions . 57 4.3.3 When to Prefetch . 58 4.3.4 Multi-stage Prefetching in multi-threaded environment . 62 4.4 The Compiler Framework . 63 4.5 Experimental Results and Discussion . 65 4.5.1 Experimental Environment . 65 4.5.2 Results for Multi-stage Prefetching in single-threaded environment . 66 vi 4.5.3 Results for Multi-stage Prefetching in multithreaded environment . 73 4.6 Related Work . 74 4.7 Conclusion . 76 5 Loop Fusion and Real Applications - Part 1 77 5.1 Introduction . 77 5.2 Motivation . 79 5.2.1 Why not scalar and array expansion (perhaps, followed by contraction)? 81 5.2.2 Why not scalar and array renaming across loop nests? . 82 5.3 Background . 83 5.3.1 Some key concepts and definitions . 84 5.4 Our Approach . 86 5.4.1 Key Insight . 86 5.4.2 Fusion of loop nests with same loop-order in the presence of temporary array variables . 89 5.4.3 Fusion of loop nests with different loop-orders . 89 5.4.4 Cases in which dependence relaxation is not feasible . 90 5.5 Implementation: putting it all together . 91 5.5.1 Validation of relaxation criteria . 93 5.6 Experimental Evaluation . 94 5.6.1 Setup . 94 5.6.2 Benchmarks . 94 5.6.3 Results and Discussion . 95 5.7 Related Work . 100 5.8 Conclusion . 102 6 Loop Fusion and Real Applications - Part 2 103 6.1 Introduction and Motivation . 103 6.2 Loop fusion and the polyhedral framework . 107 6.2.1 Existing fusion models in the polyhedral framework . 108 6.3 Problem Formulation . 109 6.4 Our Fusion Algorithm . 112 6.4.1 Algorithm 3: Finding a good pre-fusion schedule . 112 vii 6.4.2 Algorithm 4: Enabling Outer-level Parallelism . 116 6.5 Experimental Evaluation . 118 6.5.1 Setup . 118 6.5.2 Benchmarks . 119 6.5.3 Results and Discussion . 120 6.6 Related Work . 124 6.7 Conclusion . 126 7 Addressing Scalability: Optimizing Large Programs at an Easy Price 127 7.1 Introduction . 127 7.2 Causes of Unscalability . 131 7.2.1 First Culprit: Phase I - Constructing legality constraints . 131 7.2.2 Second Culprit: Phase II - Using an ILP solver to find legal hyperplanes 132 7.2.3 Third Culprit: Phase III - Finding linearly independent hyperplanes .
Recommended publications
  • Redundancy Elimination Common Subexpression Elimination
    Redundancy Elimination Aim: Eliminate redundant operations in dynamic execution Why occur? Loop-invariant code: Ex: constant assignment in loop Same expression computed Ex: addressing Value numbering is an example Requires dataflow analysis Other optimizations: Constant subexpression elimination Loop-invariant code motion Partial redundancy elimination Common Subexpression Elimination Replace recomputation of expression by use of temp which holds value Ex. (s1) y := a + b Ex. (s1) temp := a + b (s1') y := temp (s2) z := a + b (s2) z := temp Illegal? How different from value numbering? Ex. (s1) read(i) (s2) j := i + 1 (s3) k := i i + 1, k+1 (s4) l := k + 1 no cse, same value number Why need temp? Local and Global ¡ Local CSE (BB) Ex. (s1) c := a + b (s1) t1 := a + b (s2) d := m&n (s1') c := t1 (s3) e := a + b (s2) d := m&n (s4) m := 5 (s5) if( m&n) ... (s3) e := t1 (s4) m := 5 (s5) if( m&n) ... 5 instr, 4 ops, 7 vars 6 instr, 3 ops, 8 vars Always better? Method: keep track of expressions computed in block whose operands have not changed value CSE Hash Table (+, a, b) (&,m, n) Global CSE example i := j i := j a := 4*i t := 4*i i := i + 1 i := i + 1 b := 4*i t := 4*i b := t c := 4*i c := t Assumes b is used later ¡ Global CSE An expression e is available at entry to B if on every path p from Entry to B, there is an evaluation of e at B' on p whose values are not redefined between B' and B.
    [Show full text]
  • Polyhedral Compilation As a Design Pattern for Compiler Construction
    Polyhedral Compilation as a Design Pattern for Compiler Construction PLISS, May 19-24, 2019 [email protected] Polyhedra? Example: Tiles Polyhedra? Example: Tiles How many of you read “Design Pattern”? → Tiles Everywhere 1. Hardware Example: Google Cloud TPU Architectural Scalability With Tiling Tiles Everywhere 1. Hardware Google Edge TPU Edge computing zoo Tiles Everywhere 1. Hardware 2. Data Layout Example: XLA compiler, Tiled data layout Repeated/Hierarchical Tiling e.g., BF16 (bfloat16) on Cloud TPU (should be 8x128 then 2x1) Tiles Everywhere Tiling in Halide 1. Hardware 2. Data Layout Tiled schedule: strip-mine (a.k.a. split) 3. Control Flow permute (a.k.a. reorder) 4. Data Flow 5. Data Parallelism Vectorized schedule: strip-mine Example: Halide for image processing pipelines vectorize inner loop https://halide-lang.org Meta-programming API and domain-specific language (DSL) for loop transformations, numerical computing kernels Non-divisible bounds/extent: strip-mine shift left/up redundant computation (also forward substitute/inline operand) Tiles Everywhere TVM example: scan cell (RNN) m = tvm.var("m") n = tvm.var("n") 1. Hardware X = tvm.placeholder((m,n), name="X") s_state = tvm.placeholder((m,n)) 2. Data Layout s_init = tvm.compute((1,n), lambda _,i: X[0,i]) s_do = tvm.compute((m,n), lambda t,i: s_state[t-1,i] + X[t,i]) 3. Control Flow s_scan = tvm.scan(s_init, s_do, s_state, inputs=[X]) s = tvm.create_schedule(s_scan.op) 4. Data Flow // Schedule to run the scan cell on a CUDA device block_x = tvm.thread_axis("blockIdx.x") 5. Data Parallelism thread_x = tvm.thread_axis("threadIdx.x") xo,xi = s[s_init].split(s_init.op.axis[1], factor=num_thread) s[s_init].bind(xo, block_x) Example: Halide for image processing pipelines s[s_init].bind(xi, thread_x) xo,xi = s[s_do].split(s_do.op.axis[1], factor=num_thread) https://halide-lang.org s[s_do].bind(xo, block_x) s[s_do].bind(xi, thread_x) print(tvm.lower(s, [X, s_scan], simple_mode=True)) And also TVM for neural networks https://tvm.ai Tiling and Beyond 1.
    [Show full text]
  • A Tiling Perspective for Register Optimization Fabrice Rastello, Sadayappan Ponnuswany, Duco Van Amstel
    A Tiling Perspective for Register Optimization Fabrice Rastello, Sadayappan Ponnuswany, Duco van Amstel To cite this version: Fabrice Rastello, Sadayappan Ponnuswany, Duco van Amstel. A Tiling Perspective for Register Op- timization. [Research Report] RR-8541, Inria. 2014, pp.24. hal-00998915 HAL Id: hal-00998915 https://hal.inria.fr/hal-00998915 Submitted on 3 Jun 2014 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. A Tiling Perspective for Register Optimization Łukasz Domagała, Fabrice Rastello, Sadayappan Ponnuswany, Duco van Amstel RESEARCH REPORT N° 8541 May 2014 Project-Teams GCG ISSN 0249-6399 ISRN INRIA/RR--8541--FR+ENG A Tiling Perspective for Register Optimization Lukasz Domaga la∗, Fabrice Rastello†, Sadayappan Ponnuswany‡, Duco van Amstel§ Project-Teams GCG Research Report n° 8541 — May 2014 — 21 pages Abstract: Register allocation is a much studied problem. A particularly important context for optimizing register allocation is within loops, since a significant fraction of the execution time of programs is often inside loop code. A variety of algorithms have been proposed in the past for register allocation, but the complexity of the problem has resulted in a decoupling of several important aspects, including loop unrolling, register promotion, and instruction reordering.
    [Show full text]
  • Loop Transformations and Parallelization
    Loop transformations and parallelization Claude Tadonki LAL/CNRS/IN2P3 University of Paris-Sud [email protected] December 2010 Claude Tadonki Loop transformations and parallelization C. Tadonki – Loop transformations Introduction Most of the time, the most time consuming part of a program is on loops. Thus, loops optimization is critical in high performance computing. Depending on the target architecture, the goal of loops transformations are: improve data reuse and data locality efficient use of memory hierarchy reducing overheads associated with executing loops instructions pipeline maximize parallelism Loop transformations can be performed at different levels by the programmer, the compiler, or specialized tools. At high level, some well known transformations are commonly considered: loop interchange loop (node) splitting loop unswitching loop reversal loop fusion loop inversion loop skewing loop fission loop vectorization loop blocking loop unrolling loop parallelization Claude Tadonki Loop transformations and parallelization C. Tadonki – Loop transformations Dependence analysis Extract and analyze the dependencies of a computation from its polyhedral model is a fundamental step toward loop optimization or scheduling. Definition For a given variable V and given indexes I1, I2, if the computation of X(I1) requires the value of X(I2), then I1 ¡ I2 is called a dependence vector for variable V . Drawing all the dependence vectors within the computation polytope yields the so-called dependencies diagram. Example The dependence vectors are (1; 0); (0; 1); (¡1; 1). Claude Tadonki Loop transformations and parallelization C. Tadonki – Loop transformations Scheduling Definition The computation on the entire domain of a given loop can be performed following any valid schedule.A timing function tV for variable V yields a valid schedule if and only if t(x) > t(x ¡ d); 8d 2 DV ; (1) where DV is the set of all dependence vectors for variable V .
    [Show full text]
  • Incremental Computation of Static Single Assignment Form
    Incremental Computation of Static Single Assignment Form Jong-Deok Choi 1 and Vivek Sarkar 2 and Edith Schonberg 3 IBM T.J. Watson Research Center, P. O. Box 704, Yorktown Heights, NY 10598 ([email protected]) 2 IBM Software Solutions Division, 555 Bailey Avenue, San Jose, CA 95141 ([email protected]) IBM T.J. Watson Research Center, P. O. Box 704, Yorktown Heights, NY 10598 ([email protected]) Abstract. Static single assignment (SSA) form is an intermediate rep- resentation that is well suited for solving many data flow optimization problems. However, since the standard algorithm for building SSA form is exhaustive, maintaining correct SSA form throughout a multi-pass com- pilation process can be expensive. In this paper, we present incremental algorithms for restoring correct SSA form after program transformations. First, we specify incremental SSA algorithms for insertion and deletion of a use/definition of a variable, and for a large class of updates on intervals. We characterize several cases for which the cost of these algorithms will be proportional to the size of the transformed region and hence poten- tially much smaller than the cost of the exhaustive algorithm. Secondly, we specify customized SSA-update algorithms for a set of common loop transformations. These algorithms are highly efficient: the cost depends at worst on the size of the transformed code, and in many cases the cost is independent of the loop body size and depends only on the number of loops. 1 Introduction Static single assignment (SSA) [8, 6] form is a compact intermediate program representation that is well suited to a large number of compiler optimization algorithms, including constant propagation [19], global value numbering [3], and program equivalence detection [21].
    [Show full text]
  • Compiler-Based Code-Improvement Techniques
    Compiler-Based Code-Improvement Techniques KEITH D. COOPER, KATHRYN S. MCKINLEY, and LINDA TORCZON Since the earliest days of compilation, code quality has been recognized as an important problem [18]. A rich literature has developed around the issue of improving code quality. This paper surveys one part of that literature: code transformations intended to improve the running time of programs on uniprocessor machines. This paper emphasizes transformations intended to improve code quality rather than analysis methods. We describe analytical techniques and specific data-flow problems to the extent that they are necessary to understand the transformations. Other papers provide excellent summaries of the various sub-fields of program analysis. The paper is structured around a simple taxonomy that classifies transformations based on how they change the code. The taxonomy is populated with example transformations drawn from the literature. Each transformation is described at a depth that facilitates broad understanding; detailed references are provided for deeper study of individual transformations. The taxonomy provides the reader with a framework for thinking about code-improving transformations. It also serves as an organizing principle for the paper. Copyright 1998, all rights reserved. You may copy this article for your personal use in Comp 512. Further reproduction or distribution requires written permission from the authors. 1INTRODUCTION This paper presents an overview of compiler-based methods for improving the run-time behavior of programs — often mislabeled code optimization. These techniques have a long history in the literature. For example, Backus makes it quite clear that code quality was a major concern to the implementors of the first Fortran compilers [18].
    [Show full text]
  • Introduction to Machine-Independent Optimizations - 1
    Introduction to Machine-Independent Optimizations - 1 Y.N. Srikant Department of Computer Science and Automation Indian Institute of Science Bangalore 560 012 NPTEL Course on Principles of Compiler Design Y.N. Srikant Introduction to Optimizations Outline of the Lecture What is code optimization? Illustrations of code optimizations Examples of data-flow analysis Fundamentals of control-flow analysis Algorithms for two machine-independent optimizations SSA form and optimizations Y.N. Srikant Introduction to Optimizations Machine-independent Code Optimization Intermediate code generation process introduces many inefficiencies Extra copies of variables, using variables instead of constants, repeated evaluation of expressions, etc. Code optimization removes such inefficiencies and improves code Improvement may be time, space, or power consumption It changes the structure of programs, sometimes of beyond recognition Inlines functions, unrolls loops, eliminates some programmer-defined variables, etc. Code optimization consists of a bunch of heuristics and percentage of improvement depends on programs (may be zero also) Y.N. Srikant Introduction to Optimizations Examples of Machine-Independant Optimizations Global common sub-expression elimination Copy propagation Constant propagation and constant folding Loop invariant code motion Induction variable elimination and strength reduction Partial redundancy elimination Loop unrolling Function inlining Tail recursion removal Vectorization and Concurrentization Loop interchange, and loop blocking Y.N. Srikant Introduction to Optimizations Bubble Sort Running Example Y.N. Srikant Introduction to Optimizations Control Flow Graph of Bubble Sort Y.N. Srikant Introduction to Optimizations GCSE Conceptual Example Y.N. Srikant Introduction to Optimizations GCSE on Running Example - 1 Y.N. Srikant Introduction to Optimizations GCSE on Running Example - 2 Y.N. Srikant Introduction to Optimizations Copy Propagation on Running Example Y.N.
    [Show full text]
  • Code Improvement:Thephasesof Compilation Devoted to Generating Good Code
    Code17 Improvement In Chapter 15 we discussed the generation, assembly, and linking of target code in the middle and back end of a compiler. The techniques we presented led to correct but highly suboptimal code: there were many redundant computations, and inefficient use of the registers, multiple functional units, and cache of a mod- ern microprocessor. This chapter takes a look at code improvement:thephasesof compilation devoted to generating good code. For the most part we will interpret “good” to mean fast. In a few cases we will also consider program transforma- tions that decrease memory requirements. On occasion a real compiler may try to minimize power consumption, dollar cost of execution under a particular ac- counting system, or demand for some other resource; we will not consider these issues here. There are several possible levels of “aggressiveness” in code improvement. In a very simple compiler, or in a “nonoptimizing” run of a more sophisticated com- piler, we can use a peephole optimizer to peruse already-generated target code for obviously suboptimal sequences of adjacent instructions. At a slightly higher level, typical of the baseline behavior of production-quality compilers, we can generate near-optimal code for basic blocks. As described in Chapter 15, a basic block is a maximal-length sequence of instructions that will always execute in its entirety (assuming it executes at all). In the absence of delayed branches, each ba- sic block in assembly language or machine code begins with the target of a branch or with the instruction after a conditional branch, and ends with a branch or with the instruction before the target of a branch.
    [Show full text]
  • A Performance-Based Approach to Automatic Parallelization
    A Performance-based Approach to Automatic Parallelization Lecture Notes for ECE 663 Advanced Optimizing Compilers Draft Rudolf Eigenmann School of Electrical and Computer Engineering Purdue University c Rudolf Eigenmann 2 Chapter 1 Motivation and Introduction Slide 2: Optimizing Compilers are in the Center of the (Software) Universe Compilers are the translators between “human and machine”. This interface is one of the more challenging and important issues in all of computer science. Through programming languages, software engineers tell machines what do to. Today’s programming languages are still rather cryptic, borrowing a few words from the English language vocabulary. Perhaps, tomorrow’s languages will be more like natural languages. They may offer higher-level ex- pressions, allowing problems to be specified, rather than coding the detailed problem solution algorithms. Translating these languages onto modern architectures with their low-level ma- chine code languages is already a challenge. As every generation of computer architectures tends to grow in complexity, translating future programming languages onto future machines will be an even grander challenge. In performing such translation, optimization is important. Basic translation is usually inefficient. Performance almost always matters. The are other optimization criteria, as well. Energy efficiency is of increasing importance and is critical for devices that are battery operated. Small code and memory size can be of great value for embedded system. In this course, we will focus mainly on performance. Optimizations for parallel machines are the focus of this course. Today’s CPUs contain multiple cores. They are one of the most important classes of current parallel machines. This was not always so.
    [Show full text]
  • Manual Micro-Optimizations in C++ an Investigation of Four Micro-Optimizations and Their Usefulness
    Technology and Society Computer Science and Media Technology Bachelor thesis 15 credits, first cycle Manual micro-optimizations in C++ An investigation of four micro-optimizations and their usefulness Manuella mikrooptimeringar i C++ En undersökning av fyra mikrooptimeringar och deras nytta Viktor Ekström Degree: Bachelor 180hp Supervisor: Olle Lindeberg Main field: Computer Science Examiner: Farid Naisan Programme: Application Developer Final seminar: 4/6 2019 Abstract Optimization is essential for utilizing the full potential of the computer. There are several different approaches to optimization, including so-called micro-optimizations. Micro-optimizations are local adjustments that do not change an algorithm. This study investigates four micro-optimizations: loop interchange, loop unrolling, cache loop end value, and iterator incrementation, to see when they provide performance benefit in C++. This is investigated through an experiment, where the running time of test cases with and without micro-optimization is measured and then compared between cases. Measurements are made on two compilers. Results show several circumstances where micro-optimizations provide benefit. However, value can vary greatly depending on the compiler even when using the same code. A micro-optimization providing benefit with one compiler may be detrimental to performance with another compiler. This shows that understanding the compiler, and measuring performance, remains important. 1 2 Sammanfattning Optimering är oumbärligt för att utnyttja datorns fulla potential. Det finns flera olika infallsvinklar till optimering, däribland så kallade mikrooptimeringar. Mikrooptimeringar är lokala ändringar som inte ändrar på någon algoritm. Denna studie undersöker fyra mikrooptimeringar: loop interchange, loop unrolling, cache loop end value, och iterator-inkrementering, för att se när de bidrar med prestandaförbättring i C++.
    [Show full text]
  • CSE 501: Course Outline Implementation of Programming Languages
    CSE 501: Course outline Implementation of Programming Languages Models of compilation/analysis Main focus: program analysis and transformation ¥ how to represent programs? Standard optimizing transformations ¥ how to analyze programs? what to analyze? ¥ how to transform programs? what transformations to apply? Basic representations and analyses Study imperative, functional, and object-oriented languages Fancier representations and analyses Official prerequisites: Interprocedural representations, analyses, and transformations ¥ CSE 401 or equivalent ¥ for imperative, functional, and OO languages ¥ CSE 505 or equivalent Run-time system issues ¥ garbage collection Reading: Appel’s “Modern Compiler Implementation” ¥ compiling dynamic dispatch, first-class functions, ... + ~20 papers from literature ¥ “Compilers: Principles, Techniques, & Tools”, Dynamic (JIT) compilation a.k.a. the Dragon Book, as a reference Other program analysis frameworks and tools Coursework: ¥ model checking, constraints, best-effort "bug finders" ¥ periodic homework assignments ¥ major course project ¥ midterm, final Craig Chambers 1 CSE 501 Craig Chambers 2 CSE 501 Why study compilers? Goals for language implementation Meeting area of programming languages, architectures Correctness ¥ capabilities of compilers greatly influence design of these others Efficiency ¥ of: time, data space, code space Program representation, analysis, and transformation ¥ at: compile-time, run-time is widely useful beyond pure compilation ¥ software engineering tools Support expressive,
    [Show full text]
  • Cray Fortran 90 Optimization
    Cray Fortran 90 Optimization Sylvia Crain, Cray Research, A Silicon Graphics Company, 655F Lone Oak Drive, Eagan, Minnesota 55121 ABSTRACT: This paper provides a discussion of the optimization technology used in the Cray CF90 compiler. It also outlines some specific optimizations important to the compiler and provides numbers on Cray CF90 performance relative to the Cray CF77 compiler. Lastly, it suggests strategies for transitioning from Fortran 77 to Fortran 90. 1 The Optimizer Technology these intrinsics allows for other optimizations to take place on the loop bodies and also eliminates the overhead of the subrou- The optimizer used by Cray’s Fortran 90 compiler is called tine calls. Even with no other optimization, removal of the PDGCS which stands for Program Dependence Graph subroutine call overhead can provide a good win. Compiling System. This optimizer provides state of the art tech- nology to support the Fortran 90 language. The premise of the Loop fusion is an important optimization to aid array syntax. optimizer is hierarchical memory optimization which structures After an array intrinsics is expand into a series of loops, the optimizations to reduce memory traffic, take advantage of loops can then be fused or combined into a single larger loop cache, and reduce the number of loads and stores required where other potential optimizations can then be performed. within a program. The program dependence graph (PDG) is at Loop Interchange is swap inner and outer loops. This allows the heart of the optimizer and is integral to the design. Modifi- for moving dependencies out of the loop thus providing greater cations to the PDG build on top of one another.
    [Show full text]