Mathematical Optimization - Business Specialization (Bachelor of Mathematics - Honours)
University of Waterloo · ON · H1gRk1ARih
Mathematical Optimization - Business Specialization (Bachelor of Mathematics - Honours) is a Undergraduate degree at University of Waterloo, ON. It covers areas like computational mathematics, mathematical economics, operations management, linear algebra, computational biology, discrete mathematics. The summary below is compiled from public course information — approximate, not official.
University of Waterloo
Undergraduate
What you'll study in Mathematical Optimization - Business Specialization (Bachelor of Mathematics - Honours)
Example subjects: Introduction to Financial Accounting, Introduction to Managerial Accounting, Understanding the Business Environment (WLU), Critical Thinking and Communication Skills (WLU), Introduction to Marketing Management (WLU), Strategic Management I (WLU), Supply Chain Management (WLU), Information Systems for Supply Chain Management (WLU), Transportation and Facilities Management (WLU), Environmental Management for Operations (WLU), Introduction to Optimization, Introduction to Optimization (Advanced Level).
Frequently asked questions
What will I study in Mathematical Optimization - Business Specialization (Bachelor of Mathematics - Honours)?
Mathematical Optimization - Business Specialization (Bachelor of Mathematics - Honours) covers areas like computational-mathematics, mathematical-economics, operations-management, linear-algebra, computational-biology, discrete-mathematics, management-information-systems, information-systems.
Who offers Mathematical Optimization - Business Specialization (Bachelor of Mathematics - Honours)?
Mathematical Optimization - Business Specialization (Bachelor of Mathematics - Honours) is offered by University of Waterloo, ON.
Considering Mathematical Optimization - Business Specialization (Bachelor of Mathematics - Honours)?
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Sources: University of Waterloo official course page. Information is compiled and summarised — not copied verbatim — and is approximate; always confirm with the original source.
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