Insurance Products
Brief description
- Fundamentals of life insurance mathematics:
- Calculation of annuities with given interest
- Construction, application, and contents of a mortality table
- Making use of a commutation values for determining premiums of endowment and death insurance products
- Fundamentals of non-life insurance mathematics:
- Applying the concept of loss triangles
- Various examples of calculations with varying distributional assumptions of occurrence and amount of damage
Mode of delivery
face to face
Type
compulsory
Recommended or required reading and other learning resources/tools
Own script and slides
Rotar, Vladimir I., Actuarial models: the mathematics of insurance (2007)
Planned learning activities and teaching methods
Lecture (on the fundamentals of life/non-life insurance mathematics; working out mathematical problems) Students‘ research and presentations on the scope of services offered by Austrian private insurance companies; discussion
Assessment methods and criteria
Continuous assessment and module exam (based on set questions)
Prerequisites and co-requisites
None
Infos
Degree programme
Banking and Finance (engl.)
Cycle
Bachelor
ECTS Credits
3.00
Language of instruction
English
Curriculum
Full-Time
Academic year
2025
Semester
3 WS
Incoming
No
Learning outcome
After successful completion of the course, students can
- use the fundamentals of non-life insurance mathematics
- calculate the premiums of simple endowment and death insurance products
- present the theoretical fundamentals of non-life insurance mathematics
- explain the theoretical fundamentals of various insurance products
- compare the offers by various private insurance companies, and identify their advantages and disadvantages
- delineate the services of private insurance companies and of Austrian social insurance from each other in various product categories
Course code
1229-19-01-VZ-EN-26