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   Home Lehre Wintersemester 17/18 Vorlesungen Program Optimization login

Program Optimization

Dozent:Prof. Dr. Helmut Seidl
Ort/Zeit:Room: 00.13.009A; Lecture: Mon. 12:15-13:45, Wed. 10:00-11:30, Exercises: Thu. 10:00-12:00,
Beschreibung:    This course is about standard techniques used to optimize general purpose programming languages. How to avoid redundant computation, replace expensive computations with cheaper ones, and/or exploit hardware.


  • no exercise session on Thursday 07.12.2017
  • no lecture on Monday, 13.11.2017; small lecture + exercise session on Wednesday 15.11.2017; lecture (instead of exercise session) on Thursday 16.11.2017
  • The list of projects is available here: projects.txt


The lecture is meant for students doing Master studies who are interested in compiler technology. 

Programs which we write should be both efficient and easily to maintain. In particular, maintainability means that programs should be well-structured and easily understandable also by humans. Being well-structured and easily readable, though, may often come at the price oft a degradation in efficiency at run-time.

For this reason, most compilers offer an optimization phase in which the source program is analyzed and where various transformations are applied to automatically improve efficiency. In some cases, it may happen that the attempt for improvement overshoots the target and results in programs which are perhaps fast but are no longer equivalent to the original program.

In the lecture, we give an overview over standard techniques for improving the quality of the generated code. In particular, we are interested in methods which guarantee that the resulting code still is equivalent to the source program.

The topics covered:

** Intra-procedural analysis and optimizations

** Abstract Interpretation and Interval Analysis

** Interprocedural optimizations

** Exploitation of hardware features such as registers, pipelines, caches, specific instructions

** Optimization of functional languages

** Optimization of Prolog




If you have any questions regarding organization or content of the exercises, please contact Eugen Zalinescu (eugen.zalinescu@in.tum.de).

# Date Keywords Sheet Solutions
01 19.10.2017 Simple imperative language, CFGs, semantics 01.pdf 01sol.pdf
02 26.10.2017 Constraint systems, lattice theory 02.pdf 02sol.pdf
03 02.11.2017 Round-Robin, MOP, distributive functions 03.pdf 03sol.pdf
04 09.11.2017 (True) liveness, monotonic analysis framework 04.pdf 04sol.pdf
05 15.11.2017 Superfluous moves, transformations 1-3 05.pdf 05sol.pdf
06 23.11.2017 Constant propagation, interval analysis 06.pdf 06sol.pdf
07 30.11.2017 Alias analysis, worklist algorithm 07.pdf 07sol.pdf
08 14.12.2017 Copy-constant analysis, Sharir/Pnueli-Cousot 08.pdf 08sol.pdf
09 21.12.2017 Call string approach, SSA form 09.pdf 09sol.pdf
10 11.01.2018 SSA form, VLIWs, Difference Constraints 10.pdf 10sol.pdf
11 18.01.2018 Omega Test, Loop bounds, Presburger Arithmetic 11.pdf  


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