Predicate logic - Samenvattingen en Aantekeningen

Summary of the slides of Wan Fokkink and Oliver Fabert. Some details were taken from the following books: "Logic in Computer Science" by Michael Huth and Mark Ryan "Set Theory for Computer Science" by Sandjai Bhulai The summary is divided into two parts, the first part (1 to 3) discusses the study material for the midterm, the second part (4 to 6) treats the study material for the end term. *This is study material for the year 2020-2021, study material may differ per academic year*

Beslaat aantekeningen van hoorcolleges 1-6 (), deze zijn in het Nederlands. En samenvattingen van de bijbehorende hoofdstukken (h1-h6) uit het Dictaat dat werd gebruikt, welke in het engels zijn. Al met al, de stof die in de midterm werd getoetst.

Logic Working Group - Answers fully worked out

Logic Lecture Notes

(Additional problem #4) We're working in first-order logic again. We use only quantifiers (V,d). boolean connectives , Boolean connective , variables (x, y, z, and so on), and the following list of symbols and relations. You can assume that all variables represent integers. (You may want to review Section 1.4.) O(x): x is odd P(x): x is prime = x | ("divides") Why does the statement P(x) have no truth value? Why is Ungrammatical? What is the difference between and Write e...

(Additional problem #4) We're working in first-order logic again. We use only quantifiers (V,d). boolean connectives , Boolean connective , variables (x, y, z, and so on), and the following list of symbols and relations. You can assume that all variables represent integers. (You may want to review Section 1.4.) O(x): x is odd P(x): x is prime = x | ("divides") Why does the statement P(x) have no truth value? Why is Ungrammatical? What is the difference between and Write e...

Alle stof van het vak Logica voor Informatica (INFOB1LI), duidelijk en gestructureerd samengevat. Gebaseerd op de hoorcolleges, lecture notes en het boek Modelling Computing Systems - Mathematics for Computer Science (ISBN: 978-1-84800-321-7).

Samenvatting van het vak "Logica voor informatica" aan de Universiteit Utrecht, gebaseerd op colleges en het boek Modelling Computer Systems.

Document summarizing all webcasts extra info as provided by the lecturers. Contains handy images and brief, but clear information.

Een samenvatting over de propositie logica, predicate logic, bewijzen van predicate logic, truth tables, waarheids tabellen, mathematical induction, sets, set operations, onto functions, one-to-one functions,