Instruction
| Name | Cr | Method of study | Time | Location | Organiser |
|---|---|---|---|---|---|
| Dependence logic | 10 Cr | General Examination | 5.2.2020 - 5.2.2020 | ||
| Dependence logic | 10 Cr | Lecture Course | 3.9.2019 - 22.12.2019 | ||
| Dependence logic | 10 Cr | General Examination | 8.8.2018 - 8.8.2018 | ||
| Dependence logic | 10 Cr | General Examination | 13.6.2018 - 13.6.2018 | ||
| Dependence logic | 10 Cr | General Examination | 11.4.2018 - 11.4.2018 | ||
| Dependence logic | 10 Cr | General Examination | 7.2.2018 - 7.2.2018 | ||
| Dependence logic | 10 Cr | General Examination | 10.1.2018 - 10.1.2018 | ||
| Dependence logic | 10 Cr | Lecture Course | 5.9.2017 - 14.12.2017 |
Target group
Optional course.
Master's Programme in Mathematics and Statistics is responsible for the course.
The course belongs to the Mathematics and Applied mathematics module.
The course is available to students from other degree programmes.
Prerequisites
E.g. Johdatus logiikkaan II
Learning outcomes
| "The main goals of the course: (1) understand how the satisfaction relation in team semantics works and how it is related to the satisfaction relation of first-order logic, (2) get familar with some concrete logics in team semantics such as dependence logic, independence logic, inclusion logic, and exclusion logic and their basic properties, (3) understand the close relationship between existential second-order logic and various logics in team semantics, (4) learn the relationship between inclusion logic and least fixed-point logic, (5) understand how syntactic parameters of formulas such as the maximal arity of dependence atoms can be used to obtain upper bounds on the expressive power of the formulas. " |
Timing
Recommended time/stage of studies for completion: 1. or 2. year
Term/teaching period when the course will be offered: varying
Contents
Team semantics, dependence logic and its variants
Activities and teaching methods in support of learning
Lectures and exercise classes
Study materials
J. Väänänen: Dependence logic (2007)
Assessment practices and criteria
Exam and excercises, Course will be graded with grades 1-5
Recommended optional studies
Master studies
Completion methods
Exam, other methods will be described later