Scientific Computing II (Summer Term 2019)
The lecture treats the efficient implementation of numerical algorithms with special focus on modern hardware architectures. Special implementation techniques for Multicore and GPU machines will be presented with higher insight. Distributed computing basics will also be presented.
Schedule - Certifications - Recommended Literature - Teaching Material - Homework and Exercises - Links
Schedule
Lecture: | Wed. 9:30-11:00 (G22a-210) | Wed. 11:15-12:45 (G22A-210, even weeks) |
Tutorial: | Wed. 11:15-12:45 (G22A-210, odd weeks) |
Exceptions:
- no Lecture & no Tutorial on May 8
Certifications
Criteria for getting a course assessment:
- at least 50% of all possible points from the homework
- at least 50% of the points in one homework ( on n-1 of n homework sheets)
- demonstrate and explain at least one exercise in the tutorial
Other possibilities to get an assessment will be announced in the lecture.
Recommended Literature
E-Books see Links section
Rauber/Rünger: Parallel Programming; Springer 2010
Hager/Wellein: Introduction to High Performance Computing for Scientists and Engineers; CRC Press 2011
Sanders/Kandrot: CUDA by Example; An Introduction to Genereal-Purpose GPU Programming; Addison Wesley 2011
Teaching Material
Lecture Slides:
- Lecture Slides (updated: May 31, 2019)
Homework and Exercises
- Tutorial 1, 4th April 2019, Tutorial: 10th April 2019
- Homework 1, 4th April 2019, Return on 22nd April 2019, Review on 24th April 2019, Skeleton code: skeleton_sparse.tar.gz
- Homework 2, 15th May 2019, Return on 21st May 2019, Review on 24th April 2019, Skeleton code: skeleton_sparse.tar.gz
Links
- http://openbook.galileocomputing.de/linux/ - Linux Book from Gallileo Computing (german)
- http://openbook.galileocomputing.de/shell_programmierung/ - Shell Programming Book from Gallileo Computing (german)
- http://de.wikibooks.org/wiki/Linux-Kompendium - Linux WikiBook (german)
- http://en.wikibooks.org/wiki/Linux_Guide - Linux WikiBook (english)
- http://mrob.com/pub/math/floatformats.html - Overview about (ancient) floating point formats