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Computer Science (Bachelor of Mathematics - Honours)

University of Waterloo ยท ON ยท HkxPJk0Cj3

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Computer Science (Bachelor of Mathematics - Honours) is a Undergraduate degree at University of Waterloo, ON. It covers areas like computational mathematics, computing, software fundamentals, software engineering, computer architecture, discrete mathematics. The summary below is compiled from public course information โ€” approximate, not official.

University
University of Waterloo
Level
Undergraduate

What you'll study in Computer Science (Bachelor of Mathematics - Honours)

computational-mathematicssoftware-fundamentalscomputingsoftware-engineeringcomputational-biologydiscrete-mathematicscomputational-linguisticscomputer-architecturedata-structuresalgorithmscomputer-networksmathematicsprogrammingapplied-mathematics

Example subjects: Computational Discrete Optimization, Mathematical Discovery and Invention, History of Mathematics, Introduction to Quantum Information Processing, Applied Cryptography, Elementary Algorithm Design and Data Abstraction, Tools and Techniques for Software Development, Introduction to Data Abstraction and Implementation, Elementary Algorithm Design and Data Abstraction (Advanced Level), Data Structures and Data Management, Data Structures and Data Management (Enriched), Foundations of Sequential Programs.

Frequently asked questions

What will I study in Computer Science (Bachelor of Mathematics - Honours)?

Computer Science (Bachelor of Mathematics - Honours) covers areas like computational-mathematics, software-fundamentals, computing, software-engineering, computational-biology, discrete-mathematics, computational-linguistics, computer-architecture.

Who offers Computer Science (Bachelor of Mathematics - Honours)?

Computer Science (Bachelor of Mathematics - Honours) is offered by University of Waterloo, ON.

Considering Computer Science (Bachelor of Mathematics - Honours)?

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Sources: University of Waterloo official course page. Information is compiled and summarised โ€” not copied verbatim โ€” and is approximate; always confirm with the original source.

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