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 DEPARTMENT OF MATHEMATICS
 AND STATISTICS
1999 - 2000 MINICALENDAR
 Faculty of Arts
 Faculty of Pure and Applied Science

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AS/SC/AK/ MATH 1090 3.0 FW

Introduction to Logic for Computer Science

      The syntax and semantics of propositional and predicate logic. Applications to program specification and verification. Optional topics include set theory and induction using the formal logical language of the first part of the course.
      By taking this course, students will master the syntax and manipulations of propositional and predicate logic, as well their informal semantics. The proper understanding of propositional logic is fundamental to the most basic levels of computer programming, while the ability to correctly use variables, scope and quantifiers is crucial in the use of loops, subroutines, and modules, and in software design. Logic is used in many diverse areas of computer science including digital design, program verification, databases, artificial intelligence, algorithm analysis, and software specification. We will not follow a classical treatment of logic. Instead we will use an "equational" treatment. This equational approach will also be the basis for the topics in discrete mathematics treated in MATH 2090.
      See the first paragraph in the description of MATH 2090 (later in this minicalendar) for further comment about the importance of formal logic for good programming.

Prerequisite:One OAC in mathematics or equivalent, or AK/MATH 1710 6.0.
Exclusions:AS/SC/MATH 1120 3.0, AS/SC/AK/MATH 1190 3.0. This course is not open to any student who has taken or is taking any 3000- or higher-level MATH course.

Coordinator: Fall: S. Watson Winter: G. Tourlakis

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