FUZZY LOGIC, PhD Course EP33FLO, P33FLO, XEP33FLO, XP33FLO

Extent: 2+0, examination, 4 credits
Semester: Summer
Lecturer: Mirko Navara, Center for Machine Perception, Department of Cybernetics, K 333

News: The course will take place in hall G205, Karlovo náměstí, building G every Tuesday, 14:30-16:00.
The first meeting will be on February 14th. More details on curricula and schedule will be discussed there.

Literature:

Curricula:
The exact curricula will be specified according to the interests of participants; for inspiration on possible topics, you may read the curricula from previous years:

Annotation:

Basic notions about fuzzy sets, fuzzy propositional and set operations.
Fundamentals of classical mathematical logic, proofs, completeness theorems.
Basic types of fuzzy propositional logics - Gödel, Lukasiewicz, product, 
S-fuzzy logics, rational Pavelka logic. Deduction, consistency, completeness. 
Basics of fuzzy predicate logics.
Principles of fuzzy control, Takagi-Sugeno and Mamdani-Assilian controller.
Logical interpretation of a fuzzy controller.
Fuzzy preference in decision making.
Fuzzy clustering.
Arithmetic of fuzzy numbers.
More general types of fuzzy sets, rough sets, and other alternative approaches.
Different types of uncertainty, quantum logics.

Questions and comments: navaracmp.felk.cvut.cz
Last update not before 17.1.2012