WRL Research Report 2000/2 the Swift Java Compiler: Design and Implementation
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CS153: Compilers Lecture 19: Optimization
CS153: Compilers Lecture 19: Optimization Stephen Chong https://www.seas.harvard.edu/courses/cs153 Contains content from lecture notes by Steve Zdancewic and Greg Morrisett Announcements •HW5: Oat v.2 out •Due in 2 weeks •HW6 will be released next week •Implementing optimizations! (and more) Stephen Chong, Harvard University 2 Today •Optimizations •Safety •Constant folding •Algebraic simplification • Strength reduction •Constant propagation •Copy propagation •Dead code elimination •Inlining and specialization • Recursive function inlining •Tail call elimination •Common subexpression elimination Stephen Chong, Harvard University 3 Optimizations •The code generated by our OAT compiler so far is pretty inefficient. •Lots of redundant moves. •Lots of unnecessary arithmetic instructions. •Consider this OAT program: int foo(int w) { var x = 3 + 5; var y = x * w; var z = y - 0; return z * 4; } Stephen Chong, Harvard University 4 Unoptimized vs. Optimized Output .globl _foo _foo: •Hand optimized code: pushl %ebp movl %esp, %ebp _foo: subl $64, %esp shlq $5, %rdi __fresh2: movq %rdi, %rax leal -64(%ebp), %eax ret movl %eax, -48(%ebp) movl 8(%ebp), %eax •Function foo may be movl %eax, %ecx movl -48(%ebp), %eax inlined by the compiler, movl %ecx, (%eax) movl $3, %eax so it can be implemented movl %eax, -44(%ebp) movl $5, %eax by just one instruction! movl %eax, %ecx addl %ecx, -44(%ebp) leal -60(%ebp), %eax movl %eax, -40(%ebp) movl -44(%ebp), %eax Stephen Chong,movl Harvard %eax,University %ecx 5 Why do we need optimizations? •To help programmers… •They write modular, clean, high-level programs •Compiler generates efficient, high-performance assembly •Programmers don’t write optimal code •High-level languages make avoiding redundant computation inconvenient or impossible •e.g. -
Incrementalized Pointer and Escape Analysis Frédéric Vivien, Martin Rinard
Incrementalized Pointer and Escape Analysis Frédéric Vivien, Martin Rinard To cite this version: Frédéric Vivien, Martin Rinard. Incrementalized Pointer and Escape Analysis. PLDI ’01 Proceedings of the ACM SIGPLAN 2001 conference on Programming language design and implementation, Jun 2001, Snowbird, United States. pp.35–46, 10.1145/381694.378804. hal-00808284 HAL Id: hal-00808284 https://hal.inria.fr/hal-00808284 Submitted on 14 Oct 2018 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. Incrementalized Pointer and Escape Analysis∗ Fred´ eric´ Vivien Martin Rinard ICPS/LSIIT Laboratory for Computer Science Universite´ Louis Pasteur Massachusetts Institute of Technology Strasbourg, France Cambridge, MA 02139 [email protected]strasbg.fr [email protected] ABSTRACT to those parts of the program that offer the most attrac- We present a new pointer and escape analysis. Instead of tive return (in terms of optimization opportunities) on the analyzing the whole program, the algorithm incrementally invested resources. Our experimental results indicate that analyzes only those parts of the program that may deliver this approach usually delivers almost all of the benefit of the useful results. An analysis policy monitors the analysis re- whole-program analysis, but at a fraction of the cost. -
Generalized Escape Analysis and Lightweight Continuations
Generalized Escape Analysis and Lightweight Continuations Abstract Might and Shivers have published two distinct analyses for rea- ∆CFA and ΓCFA are two analysis techniques for higher-order soning about programs written in higher-order languages that pro- functional languages (Might and Shivers 2006b,a). The former uses vide first-class continuations, ∆CFA and ΓCFA (Might and Shivers an enrichment of Harrison’s procedure strings (Harrison 1989) to 2006a,b). ∆CFA is an abstract interpretation based on a variation reason about control-, environment- and data-flow in a program of procedure strings as developed by Sharir and Pnueli (Sharir and represented in CPS form; the latter tracks the degree of approxi- Pnueli 1981), and, most proximately, Harrison (Harrison 1989). mation inflicted by a flow analysis on environment structure, per- Might and Shivers have applied ∆CFA to problems that require mitting the analysis to exploit extra precision implicit in the flow reasoning about the environment structure relating two code points lattice, which improves not only the precision of the analysis, but in a program. ΓCFA is a general tool for “sharpening” the precision often its run-time as well. of an abstract interpretation by tracking the amount of abstraction In this paper, we integrate these two mechanisms, showing how the analysis has introduced for the specific abstract interpretation ΓCFA’s abstract counting and collection yields extra precision in being performed. This permits the analysis to opportunistically ex- ∆CFA’s frame-string model, exploiting the group-theoretic struc- ploit cases where the abstraction has introduced no true approxi- ture of frame strings. mation. -
Escape from Escape Analysis of Golang
Escape from Escape Analysis of Golang Cong Wang Mingrui Zhang Yu Jiang∗ KLISS, BNRist, School of Software, KLISS, BNRist, School of Software, KLISS, BNRist, School of Software, Tsinghua University Tsinghua University Tsinghua University Beijing, China Beijing, China Beijing, China Huafeng Zhang Zhenchang Xing Ming Gu Compiler and Programming College of Engineering and Computer KLISS, BNRist, School of Software, Language Lab, Huawei Technologies Science, ANU Tsinghua University Hangzhou, China Canberra, Australia Beijing, China ABSTRACT KEYWORDS Escape analysis is widely used to determine the scope of variables, escape analysis, memory optimization, code generation, go pro- and is an effective way to optimize memory usage. However, the gramming language escape analysis algorithm can hardly reach 100% accurate, mistakes ACM Reference Format: of which can lead to a waste of heap memory. It is challenging to Cong Wang, Mingrui Zhang, Yu Jiang, Huafeng Zhang, Zhenchang Xing, ensure the correctness of programs for memory optimization. and Ming Gu. 2020. Escape from Escape Analysis of Golang. In Software In this paper, we propose an escape analysis optimization ap- Engineering in Practice (ICSE-SEIP ’20), May 23–29, 2020, Seoul, Republic of proach for Go programming language (Golang), aiming to save Korea. ACM, New York, NY, USA, 10 pages. https://doi.org/10.1145/3377813. heap memory usage of programs. First, we compile the source code 3381368 to capture information of escaped variables. Then, we change the code so that some of these variables can bypass Golang’s escape 1 INTRODUCTION analysis mechanism, thereby saving heap memory usage and reduc- Memory management is very important for software engineering. -
Strength Reduction of Induction Variables and Pointer Analysis – Induction Variable Elimination
Loop optimizations • Optimize loops – Loop invariant code motion [last time] Loop Optimizations – Strength reduction of induction variables and Pointer Analysis – Induction variable elimination CS 412/413 Spring 2008 Introduction to Compilers 1 CS 412/413 Spring 2008 Introduction to Compilers 2 Strength Reduction Induction Variables • Basic idea: replace expensive operations (multiplications) with • An induction variable is a variable in a loop, cheaper ones (additions) in definitions of induction variables whose value is a function of the loop iteration s = 3*i+1; number v = f(i) while (i<10) { while (i<10) { j = 3*i+1; //<i,3,1> j = s; • In compilers, this a linear function: a[j] = a[j] –2; a[j] = a[j] –2; i = i+2; i = i+2; f(i) = c*i + d } s= s+6; } •Observation:linear combinations of linear • Benefit: cheaper to compute s = s+6 than j = 3*i functions are linear functions – s = s+6 requires an addition – Consequence: linear combinations of induction – j = 3*i requires a multiplication variables are induction variables CS 412/413 Spring 2008 Introduction to Compilers 3 CS 412/413 Spring 2008 Introduction to Compilers 4 1 Families of Induction Variables Representation • Basic induction variable: a variable whose only definition in the • Representation of induction variables in family i by triples: loop body is of the form – Denote basic induction variable i by <i, 1, 0> i = i + c – Denote induction variable k=i*a+b by triple <i, a, b> where c is a loop-invariant value • Derived induction variables: Each basic induction variable i defines -
Escape Analysis for Java
Escape Analysis for Java Jong-Deok Choi Manish Gupta Mauricio Serrano Vugranam C. Sreedhar Sam Midkiff IBM T. J. Watson Research Center P. O. Box 218, Yorktown Heights, NY 10598 jdchoi, mgupta, mserrano, vugranam, smidkiff ¡ @us.ibm.com ¢¤£¦¥¨§ © ¦ § § © § This paper presents a simple and efficient data flow algorithm Java continues to gain importance as a language for general- for escape analysis of objects in Java programs to determine purpose computing and for server applications. Performance (i) if an object can be allocated on the stack; (ii) if an object is an important issue in these application environments. In is accessed only by a single thread during its lifetime, so that Java, each object is allocated on the heap and can be deallo- synchronization operations on that object can be removed. We cated only by garbage collection. Each object has a lock asso- introduce a new program abstraction for escape analysis, the ciated with it, which is used to ensure mutual exclusion when connection graph, that is used to establish reachability rela- a synchronized method or statement is invoked on the object. tionships between objects and object references. We show that Both heap allocation and synchronization on locks incur per- the connection graph can be summarized for each method such formance overhead. In this paper, we present escape analy- that the same summary information may be used effectively in sis in the context of Java for determining whether an object (1) different calling contexts. We present an interprocedural al- may escape the method (i.e., is not local to the method) that gorithm that uses the above property to efficiently compute created the object, and (2) may escape the thread that created the connection graph and identify the non-escaping objects for the object (i.e., other threads may access the object). -
Lecture Notes on Peephole Optimizations and Common Subexpression Elimination
Lecture Notes on Peephole Optimizations and Common Subexpression Elimination 15-411: Compiler Design Frank Pfenning and Jan Hoffmann Lecture 18 October 31, 2017 1 Introduction In this lecture, we discuss common subexpression elimination and a class of optimiza- tions that is called peephole optimizations. The idea of common subexpression elimination is to avoid to perform the same operation twice by replacing (binary) operations with variables. To ensure that these substitutions are sound we intro- duce dominance, which ensures that substituted variables are always defined. Peephole optimizations are optimizations that are performed locally on a small number of instructions. The name is inspired from the picture that we look at the code through a peephole and make optimization that only involve the small amount code we can see and that are indented of the rest of the program. There is a large number of possible peephole optimizations. The LLVM com- piler implements for example more than 1000 peephole optimizations [LMNR15]. In this lecture, we discuss three important and representative peephole optimiza- tions: constant folding, strength reduction, and null sequences. 2 Constant Folding Optimizations have two components: (1) a condition under which they can be ap- plied and the (2) code transformation itself. The optimization of constant folding is a straightforward example of this. The code transformation itself replaces a binary operation with a single constant, and applies whenever c1 c2 is defined. l : x c1 c2 −! l : x c (where c = -
Making Collection Operations Optimal with Aggressive JIT Compilation
Making Collection Operations Optimal with Aggressive JIT Compilation Aleksandar Prokopec David Leopoldseder Oracle Labs Johannes Kepler University, Linz Switzerland Austria [email protected] [email protected] Gilles Duboscq Thomas Würthinger Oracle Labs Oracle Labs Switzerland Switzerland [email protected] [email protected] Abstract 1 Introduction Functional collection combinators are a neat and widely ac- Compilers for most high-level languages, such as Scala, trans- cepted data processing abstraction. However, their generic form the source program into an intermediate representa- nature results in high abstraction overheads – Scala collec- tion. This intermediate program representation is executed tions are known to be notoriously slow for typical tasks. We by the runtime system. Typically, the runtime contains a show that proper optimizations in a JIT compiler can widely just-in-time (JIT) compiler, which compiles the intermediate eliminate overheads imposed by these abstractions. Using representation into machine code. Although JIT compilers the open-source Graal JIT compiler, we achieve speedups of focus on optimizations, there are generally no guarantees up to 20× on collection workloads compared to the standard about the program patterns that result in fast machine code HotSpot C2 compiler. Consequently, a sufficiently aggressive – most optimizations emerge organically, as a response to JIT compiler allows the language compiler, such as Scalac, a particular programming paradigm in the high-level lan- to focus on other concerns. guage. Scala’s functional-style collection combinators are a In this paper, we show how optimizations, such as inlin- paradigm that the JVM runtime was unprepared for. ing, polymorphic inlining, and partial escape analysis, are Historically, Scala collections [Odersky and Moors 2009; combined in Graal to produce collections code that is optimal Prokopec et al. -
Efficient Symbolic Analysis for Optimizing Compilers*
Efficient Symbolic Analysis for Optimizing Compilers? Robert A. van Engelen Dept. of Computer Science, Florida State University, Tallahassee, FL 32306-4530 [email protected] Abstract. Because most of the execution time of a program is typically spend in loops, loop optimization is the main target of optimizing and re- structuring compilers. An accurate determination of induction variables and dependencies in loops is of paramount importance to many loop opti- mization and parallelization techniques, such as generalized loop strength reduction, loop parallelization by induction variable substitution, and loop-invariant expression elimination. In this paper we present a new method for induction variable recognition. Existing methods are either ad-hoc and not powerful enough to recognize some types of induction variables, or existing methods are powerful but not safe. The most pow- erful method known is the symbolic differencing method as demonstrated by the Parafrase-2 compiler on parallelizing the Perfect Benchmarks(R). However, symbolic differencing is inherently unsafe and a compiler that uses this method may produce incorrectly transformed programs without issuing a warning. In contrast, our method is safe, simpler to implement in a compiler, better adaptable for controlling loop transformations, and recognizes a larger class of induction variables. 1 Introduction It is well known that the optimization and parallelization of scientific applica- tions by restructuring compilers requires extensive analysis of induction vari- ables and dependencies -
Escape Analysis on Lists∗
Escape Analysis on Lists∗ Young Gil Parkyand Benjamin Goldberg Department of Computer Science Courant Institute of Mathematical Sciences New York Universityz Abstract overhead, and other optimizations that are possible when the lifetimes of objects can be computed stati- Higher order functional programs constantly allocate cally. objects dynamically. These objects are typically cons Our approach is to define a high-level non-standard cells, closures, and records and are generally allocated semantics that, in many ways, is similar to the stan- in the heap and reclaimed later by some garbage col- dard semantics and captures the escape behavior caused lection process. This paper describes a compile time by the constructs in a functional language. The ad- analysis, called escape analysis, for determining the vantage of our analysis lies in its conceptual simplicity lifetime of dynamically created objects in higher or- and portability (i.e. no assumption is made about an der functional programs, and describes optimizations underlying abstract machine). that can be performed, based on the analysis, to im- prove storage allocation and reclamation of such ob- jects. In particular, our analysis can be applied to 1 Introduction programs manipulating lists, in which case optimiza- tions can be performed to allow whole cons cells in Higher order functional programs constantly allocate spines of lists to be either reclaimed at once or reused objects dynamically. These objects are typically cons without incurring any garbage collection overhead. In cells, closures, and records and are generally allocated a previous paper on escape analysis [10], we had left in the heap and reclaimed later by some garbage col- open the problem of performing escape analysis on lection process. -
Code Optimizations Recap Peephole Optimization
7/23/2016 Program Analysis Recap https://www.cse.iitb.ac.in/~karkare/cs618/ • Optimizations Code Optimizations – To improve efficiency of generated executable (time, space, resources …) Amey Karkare – Maintain semantic equivalence Dept of Computer Science and Engg • Two levels IIT Kanpur – Machine Independent Visiting IIT Bombay [email protected] – Machine Dependent [email protected] 2 Peephole Optimization Peephole optimization examples… • target code often contains redundant Redundant loads and stores instructions and suboptimal constructs • Consider the code sequence • examine a short sequence of target instruction (peephole) and replace by a Move R , a shorter or faster sequence 0 Move a, R0 • peephole is a small moving window on the target systems • Instruction 2 can always be removed if it does not have a label. 3 4 1 7/23/2016 Peephole optimization examples… Unreachable code example … Unreachable code constant propagation • Consider following code sequence if 0 <> 1 goto L2 int debug = 0 print debugging information if (debug) { L2: print debugging info } Evaluate boolean expression. Since if condition is always true the code becomes this may be translated as goto L2 if debug == 1 goto L1 goto L2 print debugging information L1: print debugging info L2: L2: The print statement is now unreachable. Therefore, the code Eliminate jumps becomes if debug != 1 goto L2 print debugging information L2: L2: 5 6 Peephole optimization examples… Peephole optimization examples… • flow of control: replace jump over jumps • Strength reduction -
Partial Escape Analysis and Scalar Replacement for Java
Partial Escape Analysis and Scalar Replacement for Java Lukas Stadler Thomas Würthinger Hanspeter Mössenböck Johannes Kepler University Oracle Labs Johannes Kepler University Linz, Austria thomas.wuerthinger Linz, Austria [email protected] @oracle.com [email protected] ABSTRACT 1. INTRODUCTION Escape Analysis allows a compiler to determine whether an State-of-the-art Virtual Machines employ techniques such object is accessible outside the allocating method or thread. as advanced garbage collection, alias analysis and biased This information is used to perform optimizations such as locking to make working with dynamically allocated objects Scalar Replacement, Stack Allocation and Lock Elision, al- as efficient as possible. But even if allocation is cheap, it lowing modern dynamic compilers to remove some of the still incurs some overhead. Even if alias analysis can remove abstractions introduced by advanced programming models. most object accesses, some of them cannot be removed. And The all-or-nothing approach taken by most Escape Anal- although acquiring a biased lock is simple, it is still more ysis algorithms prevents all these optimizations as soon as complex than not acquiring a lock at all. there is one branch where the object escapes, no matter how Escape Analysis can be used to determine whether an ob- unlikely this branch is at runtime. ject needs to be allocated at all, and whether its lock can This paper presents a new, practical algorithm that per- ever be contended. This can help the compiler to get rid of forms control flow sensitive Partial Escape Analysis in a dy- the object's allocation, using Scalar Replacement to replace namic Java compiler.