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Principles of Concurrent Programming

Course
Bachelor’s level
7,5 credits (ECTS)
Study pace
50%
Time
Day
Location
Göteborg
Study form
Campus
Language
English
Duration
-
Application open
-
Application code
GU-18610
Tuition
Full education cost: 17 875 SEK
First payment: 17 875 SEK

No fees are charged for EU and EEA citizens, Swedish residence permit holders and exchange students.

More information about tuition fees

Application closed

About

Concurrent and parallel programming has become ubiquitous in modern software and systems, where concurrency is leveraged to exploit physical parallelism and speed up computations, to provide interactive multi-tasking, and to handle interaction with asynchronous external events.
This course aims to provide an introduction to the principles underlying concurrent systems, as well as to practical programming solutions for modeling and exploiting concurrency in programs.
Domains where such principles and practices are relevant include operating systems, distributed systems, real-time systems, and multicore architectures.

The concepts covered in the course include:

  • physical vs logical parallelism
  • concurrency problems (race conditions, interference, deadlock, fairness, livelock).
  • mutual exclusion
  • shared memory synchronization (using semaphores or fine grained locking)
  • message-passing synchronization (using message queues)

The course illustrates practical solutions to concurrent programming using both imperative and functional programming languages.
Thus, the course will also include short introductory tutorials on functional programming in general and on the functional programming language used in the course, providing sufficient background to understand and use the concurrent programming abstractions demonstrated by means of functional languages.

Prerequisites and selection

Requirements

Successfully completed at least 7.5 credits in imperative/object-oriented programming such as DIT012, DIT948 or equivalent, an additional course in programming or data structures. Moreover, the student must also have knowledge in propositional logic, which is acquired by successfully completing courses such as DIT980, DIT725, the part on introductory algebra from MMG200, or equivalent.

Selection

Selection is based upon the number of credits from previous university studies, maximum 225 credits.

For admission to the summer 2021 and onward the following selection applies: selection is based upon the number of credits from previous university studies, maximum 165 credits.