Department of Mathematics and Systems Analysis


New hourly-paid teachers for fall 2020

30. March 2020
Department of Mathematics and Systems Analysis is looking for new hourly-based teachers for fall 2020. Regarding teaching in mathematics, we expect the applicants to have completed at least 20 credits of mathematical studies at university level with good grades. Regarding teaching in systems analysis (courses MS-C/E2xxx), we expect the applicants to have completed the course they are interested in. If you have previous experience in teaching, it is considered as an advantage, but is not necessary. This is a part-time job (2-4 hours/week). The salary is 30-40 euros/teaching hour based on your education level. In addition, a fee of 300-400 euros will be paid for grading exercises and exams.

Attach a cv, a transcript of records, and an open motivation letter as one PDF file.

Fill in an electronic application form on Sunday 10 May 2020. 
at the latest.

Based on the applications, we invite some of the applicants for web interview.

More information:

Aalto Systems Forum: Prof. Shmuel S. Oren, Challenges and Opportunities for OR in Electricity Markets

28. February 2020

Summer intern positions open

28. January 2020
The Department is looking for summer interns for summer 2020 to work as research assistants.
Summer interns will work as research assistants having also other duties at the department. The results of the work will be reported as a bachelor’s thesis, a master’s thesis or a special assignment. We expect the applicants to have completed the studies of first two years. Salary is 1981 € - 2179 € per month depending on your education level.

Apply for this job through an eRecruitment system.

Attach one PDF file (LastnameFirstname.PDF), which should include the following:
-    application
-    cv
-    transcript of records (does not have to be official)

Please state in your application
1)    in which research group you want to work and the number of the research topic. You can choose several research groups. You can find the groups and topics at and .
2)    if you have previous (summer) work experience at the department.

3)    which working period you prefer. Summer job takes usually 3 months, and the six-day-holiday must be used during the summer, preferably in July. You can also take unpaid leave in addition, but the working time must be 3 months.

If you apply to Systems and Operations Research Group, please visit for more detailed topic descriptions and contact persons.

Deadline for the applications is 12.2.2020.

More information from:
Mathematics: Juha Kinnunen (
Systems and Operations Research: Mikko Harju (
In application process-related questions: Johanna Glader johanna.glader(at)
Summer interns will be chosen by 4 March 2020 at the latest.

The summer 2020 Bridges conference: it’s a scientific conference, museum family day, short film festival and more combined

16. December 2019

The Bridges conference is being held at Aalto University on 1–5 August 2020. The event will be hosted by Aalto University, the University of Helsinki and the University of the Arts Helsinki. The objective of the conference is to strengthen connection between mathematics and music, architecture and culture.
The conference brings together an interdisciplinary group of mathematicians, educators, and creators. Bridges typically includes talks, presentations, and workshops, as well as a fashion show, a public family day and arts-focused performances.

‘Mathematics can enrich the fields of art and vice versa. Participants from the university and from outside of it can contribute to all the fields represented in the conference, as long as the connection to mathematics is maintained’, says Kirsi Peltonen, Senior University Lecturer in mathematics at Aalto University and the coordinator of the conference.

Anyone willing to participate in the conference art exhibition or short film festival can submit their artwork or short film along with a short covering note for review. All work will be peer-reviewed, and approved work will be published in a conference publication.

‘Invited speakers and peer-reviewed scientific articles will represent the traditional world of conferences. All the other areas of the conference will be open to everyone, and we hope that people will participate actively and with an open mind. Students and senior high school students are also welcome to submit their suggestions’, Peltonen says.

Approximately 350 participants are expected to attend the conference. However, this does not include all visitors, such as the participants of the family day to be held at the National Museum of Finland or the viewers of various performances and exhibitions.

Different deadlines have been set for submitting scientific articles and artwork for review. The first deadline is on 1 February 2020 and the last on 15 May 2020. More information about the deadlines can be found on the conference website.

Aalto Math & Arts in Shanghai Future Lab exhibition

12. December 2019
Math & Arts
Photo: Juho-Pekka Virtanen

Aalto Math & Arts in Shanghai Future Art Lab exhibition is a joint effort of three schools of Aalto University:  School of Arts, Design and Architecture, School of Science and School of Engineering.

'The focus of our contribution in the exhibition is to introduce the interdisciplinary Math & Arts program, especially its underlying course Crystal Flowers in Halls of  Mirrors: mathematics, arts and architecture related to activities of the audience', explains Kirsi Peltonen, Adjunct Professor  in Mathematics from  the Department of Mathematics and Systems Analysis Science.

Past, present & future – the elements of the exhibition

The exhibition concept is designed by Laura Isoniemi, designer and art pedagogue from the School of Arts, Design and Architecture.

'In the Future Lab exhibition we have three sections showcasing the development of Aalto Math & Arts program, the Past, Present and Future', Isoniemi says. 

The Past section tells the story of the Aalto Math & Arts program through videos, posters, graphical info material, hands on educational models and ideas related to surface design.

The Present part continues the story by showing the latest course outcomes from the exhibition IN TRANSITION – Mathematics and Art at Espoo Cultural Centre in Finland via textiles and an interactive virtual exhibition realised by the School of Engineering.

The Future part communicates with different workshop outcomes how art and math can collaborate. It presents the pedagogical ideas implemented with students of Tongji-Huangpu School of Design & Innovation, teachers from different schools and universities in China and showcases a large-scale model designed by Taneli Luotoniemi. This sculpture, SPACE HUG, invites the visitor to join a non-stop installation process and build his/her own small-scale model from bamboo sticks.

The virtual exhibition combines conventional online content with panoramic images, illustrations, augmented reality and 3D scenes.

'By utilising the techniques from 3D geomatics, such as photogrammetry and laser scanning, the virtual exhibition allows the user to study the IN TRANSITION exhibition contents. It also creates a lasting digital footprint for the otherwise temporary event', says Juho-Pekka Virtanen, D.Sc. (Tech.) from the School of Engineering.

The virtual exhibition can be accessed online at:


28th Nordic Congress of Mathematicians

27. November 2019
28th Nordic Congress of Mathematicians, Aalto University, Finland, August 6-9, 2020

Defence of dissertation in the field of Mathematics, Armando Gutierrez, M.Sc.22.11.2019

11. November 2019

The dissertation "Metric compactification of Banach spaces" contains a detailed overview of the construction of the metric compactification of arbitrary metric spaces followed by complete explicit descriptions of the metric compactification of classical Banach spaces in finite and infinite dimensions. Consequently, some ergodic and fixed point theorems are revisited.

Natural and social phenomena are often modeled by deterministic or random processes. These models can be mathematically described by a collection of mappings acting on certain spaces with a rich structure. Metric spaces are perfect environments where many mathematical models can be analyzed analytically and geometrically. In order to obtain precise knowledge of the model we also need certain topological properties. Compactness is a topological property that is needed in many areas of mathematics. 

The metric compactification is the result of making a metric space into a dense subset of a compact space by adding a boundary at infinity. The elements of the metric compactification have functorial properties and, more importantly, define a weak topology on arbitrary metric spaces that gives a geometric interpretation of points escaping to infinity.

Explicit formulas for all the elements of the metric compactification of classical Banach spaces were presented in this dissertation. In addition, geometric proofs of certain ergodic and fixed point theorems were provided.

Opponent: Dr. Bas Lemmens, University of Kent, UK.

Custos: Professor  Kalle Kytölä, Aalto University School of Science, Department of Mathematics and Systems Analysis.

Contact information: Armando W. Gutiérrez, Department of Mathematics and Systems Analysis,, +593443075558

Defence of dissertation in the field of Mathematics, Teemu Häkkinen, M.Sc. (Tech.), 21.10.2019

10. October 2019

In the dissertation “On Computational modeling of Biological Development” the biological patterning and growth were investigated by means of computational simulation. The focus of the research was on understanding the patterning of taste papillae and the formation of tooth enamel.

Opponent: Professor Nicolas Goudemand, Institut de Génomifique Fonctionnelle de Lyon (IGFL), ENS Lyon, France.

Custos: Professor Antti Hannukainen, Aalto University School of Science, Department of Mathematics and Systems Analysis.

Contact information: Teemu Häkkinen, University of California, San Francisco, +1-(415)-676-0215,

The dissertation is publicly displayed 10 days before the defence at the noticeboard of the School of Science in Konemiehentie 2, Espoo.

Defense of dissertation in the field of Mathematics, Matthias Grezet, M.Sc., 17.10.2019

2. October 2019

The goal of the dissertation "On Matroid Theory and Distributed Data Storage" is to obtain tradeoffs between the main parameters of a distributed storage system with locality, as well as to analyse the repair properties of certain optimal storage codes. This is done by developing connections between storage codes and matroids.

In the last few years, the development of web services and social media content has generated an astronomical quantity of digital data. From the point of view of a single user, cloud storage allows for a constant and remote access to the data without overwhelming their own storage capacity. The same benefits apply to companies as well, on a much larger scale. Therefore, huge data storage systems were built by the big information technology companies such as Amazon and Microsoft to offer cloud storage and cloud computing. The starting point of this thesis is to study how to efficiently and reliably store data. Since the data is spread amongst multiple storage servers, a storage system has to deal with several server failures on a daily basis. To prevent from data loss, it is necessary to store redundant data alongside the initial data by using a storage code. The amount of redundant data in the system is referred to as the storage overhead. When a server fails, a new server is added to the system and nearby servers are contacted to reconstruct the lost data. The number of servers contacted for repairing a server failure is called the locality.

This thesis focuses on the notion of locality. More precisely, the main goal is to derive tradeoffs between the storage overhead, the failure tolerance, and the locality when the underlying code alphabet is fixed. Deriving a tradeoff is important in practice as it characterises the best possible codes. Furthermore, since the alphabet relates to the repair complexity and affects the different aforementioned notions, it is interesting to derive alphabet-dependent tradeoffs. To approach this problem, we use the internal structure of the storage codes and the relation between codes and matroids. Matroids are interesting mathematical objects on their own right and provide useful tools to analyse the internal structure of the storage codes. In addition to deriving tradeoffs, matroidal tools help in the design of efficient repair processes for storage codes.   

Opponent: Dr. Thomas Britz, University of New South Wales, Australia

Custos: Professor Camilla Hollanti, Aalto University School of Science, Department of Mathematics and Systems Analysis

Doctoral candidate: Matthias Grezet, Department of Mathematics and Systems Analysis,, +358 505052525

The dissertation is publicly displayed 10 days before the defence at the noticeboard of the School of Science in Konemiehentie 2, Espoo.

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