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B.Eng DegreeFaculty of Faculty of Engineering & TechnologySoftware Engineering
SWE 103: Discrete Mathematics for Software Engineers
Rigorous mathematical foundations underpinning computation, logic, and formal software verification. Covers propositional and predicate logic, Boolean algebra, set theory, formal proofs by induction, relations and functions, combinatorics, finite sta...
Course Overview
Rigorous mathematical foundations underpinning computation, logic, and formal software verification. Covers propositional and predicate logic, Boolean algebra, set theory, formal proofs by induction, relations and functions, combinatorics, finite sta... Curriculum Structure &...
What You'll Learn
- Construct formal propositional and first-order predicate logic statements for software preconditions and postconditions.
- Apply mathematical induction to prove the correctness and termination of recursive algorithms.
- Model database relations, equivalence classes, and partial orderings using formal relation theory.
- Represent software architectures, call graphs, and network topologies using graph theory.
- Formulate finite state automata and regular grammars for compiler lexers and state machine design.
Requirements
- Foundational academic standing in computing or science.
Degree Programme Curriculum Context
This course is a curriculum unit of the Bachelor of Engineering (B.Eng.) in Software Engineering degree framework in Nigeria.
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Course Curriculum
Open-access academic curriculum. All foundational lectures available to read free.
8 Chapters
•0 Lecture
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Instructor
PAMCET Learning Team
Institutional Course Curation · PAMCET
Qualifications:
PAMCET Learning Team — Institutional Course Curation, Digitpen Hub LtdMy Skills:
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- Learning Outcome Design
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Free
Course Includes
8 Chapters
0 Lectures
1 week
Skill Level beginner
Taught in English
Lifetime Access
Certification of Completion
Category: University - Software Engineering
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