M.Sc. Henriette Heinrich
Scientific employee and PhD student at the Chair of Applied Stochastics
Prof. Dr. Anita Behme
Scientific employee
NameM.Sc. Henriette Heinrich
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Visiting address:
Bürogebäude Z21, room 383 Zellescher Weg 25
01217 Dresden
Teaching Winter 2024/25
Course assistent for Insurance Mathematics - Basic Concepts
- Target group: Bachelor's programs in Mathematics, Mathematics in Business and Economics (5th semester)
- Module numbers: Math-Ba-VM10
- Scope of the course: 3 SWS lectures, 1 SWS exercise
- Lecturer: Prof. Dr. Anita Behme
- OPAL course: OPAL course
Exercises for Mathematics I (Linear Algebra) for economics students
- Target group: Students of the faculty of business and economics (1st semester)
- Lecturer: Prof. Dr. Dietmar Ferger
- OPAL course: OPAL course
Teaching in previous semesters
- Summer 2024: Course assistent for the lecture Stochastics - Basic Concepts
- Winter 2023/2024: Course assistent for the lecture Insurance Mathematics - Basic Concepts
- Summer 2023: Exercise for the lecture Stochastics - Basic Concepts, Course assistent for the lecture Insurance Mathematics - Basic Concepts
- Winter 2022/2023: Exercise for the lecture Mathematics I (Linear Algebra) for Economic students
- Summer 2022: Course assistent for the lecture Insurance Mathematics - Basic Concepts, Exercise for the lecture Mathematics II (Analysis) for Economic students
- Winter 2021/2022: Exam preparation for the lecture Mathematics II / 1 for ET/INF
Research
Publications
- Philipp Lukas Strietzel & Henriette Elisabeth Heinrich, 2022. "Optimal Dividends for a Two-Dimensional Risk Model with Simultaneous Ruin of Both Branches," Risks, MDPI, vol. 10(6), pages 1-23, June.
Talks
- German PhD meeting "Doktorand:innentreffen der Stochastik", August 2023 in Heidelberg: On Siegmund Dualities of Lévy-type Processes.
Posters
- German Probability and Statistic Days (GPSD), March 2023 in Essen: On Siegmund Dualities of Lévy-type Processes.
- Lévy Conference, July 2022 in Mannheim: Optimal Dividends for a Two-Dimensional Risk Model with Simultaneous Ruin of Both Branches.