Topias Tolonen-Weckström
PhD student at Department of Mathematics; Academic staff
- E-mail:
- topias.tolonen@math.uu.se
- Visiting address:
- Ångströmlaboratoriet, Regementsvägen 10
- Postal address:
- Box 480
751 06 UPPSALA
PhD student at Department of Mathematics; Probability Theory and Combinatorics
- E-mail:
- topias.tolonen@math.uu.se
- Visiting address:
- Ångströmlaboratoriet, Regementsvägen 10
- Postal address:
- Box 480
751 06 UPPSALA
Short presentation
Doctoral Researcher in Stochastic Control Theory in professor Erik Ekström's group.
My first published article considers a two-player signaling game with stopping times. The second and third submitted articles study an irreversible investment problem with the novelty for the decision-maker to control their learning process. My current work (together with prof. Erik Ekström and Henri Doerks) is a statistical fastest detection problem with three independent Brownian motions.
Keywords
- stochastic control
- optimal stopping
- game theory
- incomplete information
Biography
Background
Before starting my PhD studies in Uppsala, I completed Master of Science degree in Applied mathematics (2017) and Master of Social Sciences degree in Economics (2020), both in University of Helsinki. In the mathematics degree my thesis was about BSDEs and their general theory, whereas my economics thesis revolved around a certain continuous-time principal-agent game. My current research (luckily enough!) combines these two areas of research.
Other activity
In addition to my doctoral studies, I'm currently and previously involved in certain elected doctoral student organisation and doctoral student representation activities, namely:
2024-2025: Re-elected as the chairperson for SFS Doctoral Committee
2023-2024: Chairperson for SFS Doctoral Committee (representing ~20000 doctoral students nationwide)
2022-2023: Chairperson for the Doctoral Board of Uppsala University (representing ~2400 doctoral students)

Publications
Recent publications
-
Investment decisions with incomplete information
2025
-
Hiring and firing: a signaling game
Part of Journal of Applied Probability, p. 697-711, 2025
-
An irreversible investment problem with a learning-by-doing-feature
-
Learning from the past in an irreversible investment problem
All publications
Articles in journal
-
Hiring and firing: a signaling game
Part of Journal of Applied Probability, p. 697-711, 2025