Discrete Mathematics 2 (MATH 2120)
This course is a continuation of MATH 1120 (Discrete Mathematics 1). It introduces students to more advanced topics in graph theory, inclusion and exclusion, recurrence relations, generating functions, optimization and matching, with an emphasis on applications in computer science.
Course code: MATH 2120
Credits: 3.0
Length: 60.0 hours
Course outline:
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https://www.vcc.ca/vccphp/courseoutline?subject=MATH&number=2120
Prerequisites
MATH 1120 Discrete Mathematics 1.
No schedule is currently available. Please check again later.
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Schedule †
MATH 2120 schedule for programs:
- MUSD
- NUSB
- NUSD
- UAAD
- UPHS
- USAD
- USCC
- UTAC
- UTCS
- UTEG
- UTES
- Associate of Arts
- Associate of Science
- Bachelor of Applied Music
- Nursing (BScN)
- Nursing (BScN) Advanced Entry
- University Transfer – Applied Mathematics (SFU)
- University Transfer – Applied Physics (SFU)
- University Transfer – Arts
- University Transfer – Biological Physics (SFU)
- University Transfer – Biological Sciences (SFU)
- University Transfer – Chemistry (SFU)
- University Transfer – Computing Science and Software Systems
- University Transfer – Engineering
- University Transfer – Engineering (SFU)
- University Transfer – Environmental Studies
- University Transfer – Mathematics (SFU)
- University Transfer – Molecular Biology and Biochemistry (SFU)
- University Transfer – Pathway to Health Sciences
- University Transfer – Physics (SFU)
- University Transfer – Science
- University Transfer – Science (UBC)
- University Transfer – Software Systems (SFU)
- University Transfer – Statistics (SFU)
- University Transfer (Courses)
Course dates and times may vary throughout the term. Select the CRN number below to see a full schedule.
CRN # | Dates | Day/Time/Location |
---|---|---|
61342 | May 5, 2025 to August 22, 2025 | See full schedule Delivery: Blended Location: Varies |
Additional Information
- • Inclusion-exclusion: The principle of inclusion-exclusion (review); Generalized inclusion-exclusion; Derangements
• Generating functions: Introduction to generating functions; Computational techniques; Inverses; Rational generating functions; Partitions of integers; Coefficient extraction
• Recurrence relations: General form of linear recurrence relations; First-order linear recurrence relations; Second-order linear homogeneous relations; Nonhomogeneous recurrence relations; Solutions via method of undetermined coefficients; Solutions via generating functions
• Graph theory: Review; Euler trails and circuits; Planar graphs; Hamilton paths and cycles; Graph coloring and chromatic number
• Optimization and matching: Review of trees; Dijkstra's shortest-path algorithm; Minimum spanning trees: Kruskal's and Prim's algorithms; Matching theory
This course is offered as part of a VCC program only.
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† This information is intended as a guideline only. Program and course details are subject to change with the approval of VCC's Board of Governors.