Veranstaltung

LV-Nummer
Gesamt-Lehrleistung 37,33 UE
Semester SoSe 2025
Veranstaltungsformat LV / Vorlesung
Gruppe Introduction to Stochastic Optimization and Reinforcement Learning
Organisationseinheiten Technische Universität Berlin
Fakultät II
↳     Institut für Mathematik
↳         32361800 FG Stochastische Analysis
URLs
Label
Ansprechpartner*innen
Gess, Benjamin
Verantwortliche
Sprache Deutsch

Termine (1)


Mi. 16.04 - 16.07.25, wöchentlich, 14:00 - 16:00

Charlottenburg
,
MA 144

32361800 FG Stochastische Analysis

37,33 UE
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Fortgeschrittene Themen der Stochastik (5LP) (Vorlesung)
Introduction to Stochastic Optimization and Reinforcement Learning
Charlottenburg, MA 144
Kassing, Sebastian
Do.
Fr.
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This event belongs to the joint special lecture + seminar on "Stochastic Optimization, and Reinforcement Learning and their Applications to Mathematical Finance".

The lecture “Introduction to Stochastic Optimization and Reinforcement Learning” serves as an introduction to analyzing common optimization problems appearing in modern machine learning applications. We will particularly focus on supervised learning and the dynamics of stochastic gradient descent, as well as Reinforcement Learning. This involves the analysis of stochastic processes in discrete time, whose behavior is closely linked to deterministic, as well as stochastic differential equations. While the general techniques for the asymptotic analysis of stochastic processes are introduced during the lecture, proper basic knowledge of probability theory (including martingale theory) is required.

The lecture will run in the first half of the semester, twice a week (Wednesday 14-16, MA144 and Thursday 8-10, MA 751).

In the second half of the semester, we will focus on applications to finance in the seminar "Applications of Stochastic Optimization and Reinforcement Learning to Mathematical Finance". In the seminar, each participant will present one research paper / chapter of a book. Possible topics for the seminar will be presented during the first lectures in the introductory part of this event.