The brain, the immune system and the formation of clouds, are all examples of complex adaptive systems comprising of many interacting components, often non linear and dynamic, leading to multiple levels of collective structures and organization.
Inspired by complex adaptive systems in nature, several new methods for information processing have emerged: artificial neural networks resemble neurobiology; genetic algorithms and genetic programming are based on evolutionary processes in nature; the construction of artificial life, the design of autonomous robots and software agents are based on the behaviour of living systems.
Programme description
To understand the dynamics of increasingly complex phenomena where standard simulation methods are inadequate, stochastic algorithms, game theory, adaptive programming, self similarity, chaos theory and statistical methods are used to describe and increase our understanding of complex systems in nature and society, in the end trying to predict the unpredictable.
Examples are gene-regulation networks, the motion of dust particles in turbulent air or the dynamics of financial markets.
One example is fluctuations of share and option prices determining the stability of our economy. Other examples are the dynamics of dust particles in the exhaust of diesel engines, the dynamics of biological or artificial populations, earthquake prediction, and last but not least adaptive learning: the problem of teaching a robot how to respond to unexpected changes in its environment.
Truly interdisciplinary and encompassing several theoretical frameworks, this programme provides you with a broad and thorough introduction to the theory of complex systems and its applications to the world around us. The programme is based on a physics perspective with a focus on general principles, but it also provides courses in information theory, computer science and optimisation algorithms, ecology and genetics as well as adaptive systems and robotics.
Career opportunities
Training in "computational engineering" teaches students to model and analyse complex systems and the computer modelling and analytical skills acquired in the programme open up a wide range of possibilities on the employment market, in software development and consulting, in research and development, management, and in the financial sector.
Expected August 2022
Chalmers University of Technology
Johanneberg Campus,
Chalmersplatsen 4,
GOTHENBURG,
SE-412 96, Sweden
Bachelor’s degree with a major in: Engineering Physics, Physics, Electrical Engineering, Mechanical Engineering, Automation and Mechatronics Engineering, Computer Science, Computer Engineering, Mathematics, Chemical Engineering, Chemistry, Bioengineering or the equivalent.
Prerequisites: Mathematics (at least 30 cr. including Linear algebra and Mathematical analysis) and Programming.
Accepted tests and minimum results required: IELTS Academic: an overall mark of 6.5 and no section below 5.5; TOEFL Paper-based: Score of 4.5 (scale 1-6) in written test, total score of 575, TOEFL Internet-based: Score of 20 (scale 0-30) in written test, total score of 90; Pearson PTE Academic: Score of 62 (writing 61); C1 Advanced (CAE), Cambridge English: Advanced (Certificate in Advanced English), or Cambridge ESOL Level 2 Certificate in ESOL International, Level C1.
*There may be different IELTS requirements depending on your chosen course.