Let's prove it! Reasoning in different contexts
6 March (2025). Introductory meeting. 13 March. Online talk 1: Propositional logic. 20 March. Online talk 2: First-order logic. 26 March. Meeting 1 for students to form groups, choose topics, etc. 28 March. Meeting 2 for students to form groups, choose topics, etc. 10 April. Online talk 3. 30 April. Online talk 4. 5 May. (Student-) group I: discussion of papers 6 May. Group II: discussion of papers. 7 May. Group III: discussion of papers. 8 May. Group IV: discussion of papers. 9 May. Group V: discussion of papers. 29 May. Online talk 5. 23 June. Group I: virtual presentations. 24 June. Group II: virtual presentations. 25 June. Group III: virtual presentations. 26 June. Group IV: virtual presentations. 27 June. Group V: virtual presentations. Sharpen your logical and critical skills and learn how inferences and proofs are used in theoretical and practical contexts.
Application Deadline
Virtual Part starting date
2025-03-01
Virtual Part closing date
2025-06-30
Total student workload
125
Specific field of studies
Logic, philosophy, linguistics, mathematics, computer science, law and educational sciences.
Pre-requisite for selection
CV
Motivation Letter
Academic pre-requisites for applicants
It is recommended that students have already taken an introductory course in epistemology, philosophy of language, philosophy of science, logic, law, or mathematical education.
Physical Part starting date
2025-07-07
Physical Part Description
Monday, 7 July 2025, 9:00-13:00 and 17:00-21:00, teaching of courses.
Tuesday, 8 July 2025, 9:00-13:00 and 17:00-21:00, teaching of courses.
Wednesday, 9 July 2025, 9:00-13:00 and 17:00-21:00, teaching of courses.
Thursday, 10 July 2025, half-day excursion, as well as time for students to prepare their physical presentations.
Friday, 11 July 2025, 9:00-13:00 and 17:00-21:00, students' physical presentations.
Physical Part closing date
2025-07-11
Language level required
B2
Field of studies related to the course
Social Science and Humanities
Computer Science and IT
Law
Natural Sciences and Mathematics
Course location
Athens, Greece
Course language
English