国际学生入学条件
Official/Unofficial High School Transcripts Required.
Internet-based TOEFL (iBT) - 90 Overall (25 writing, 25 speaking)
IELTS Academic - 6.5 Overall (6.5 writing, 6.5 speaking, 6.0 reading, 6.0 listening)
Ontario students: six Grade 12 U and/or M courses including
Advanced Functions
Calculus and Vectors
Any 4U English
One other 4U course
Recommended course: Grade 11 U Introduction to Computer Science
International Baccalaureate (IB) - HL Mathematics: Analysis and Approaches, minimum 6, HL or SL English A. Total 32.
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雅思考试总分
6.5
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雅思考试指南
- 雅思总分:6.5
- 托福网考总分:90
- 托福笔试总分:160
- 其他语言考试:PTE Academic - 63 overall 65 writing, 65 speaking, Duolingo English test - 120 overall, 110 literacy, 110 production. Results will not be accepted without subscores.
CRICOS代码:
申请截止日期: 请与IDP顾问联系以获取详细信息。
课程简介
磨练解决计算机科学问题所需的技能
Hone the skills you need to solve problems in computer science, business, communications, and more.Combinatorics looks at permutations and combinations. Optimization explores ways to make any operation work more efficiently within given constraints. Together, they provide powerful methods for modelling and solving large management problems, from optimizing flight schedules to making a factory's layout as efficient as possible.In Combinatorics and Optimization at Waterloo, youll learn concepts such as enumeration, combinatorical designs, graph theory, linear programming, nonlinear optimization, operations research, and combinatorical optimization, and how to use them in real-world applications. Plus, you'll have the opportunity to gain paid work experience through the co-op program.When you graduate, you can put your skills to work in areas as diverse as cryptography, electronic security, software development, social media, and risk analysis. <br><br>Combinatorics is the study of discrete structures and their properties. It includes coding theory, combinatorial design, enumeration theory, graph theory, and polyhedral theory. Many modern scientific advances have employed combinatorial structures to model the physical world, and recent advances in computational technology have made such investigations feasible. In particular, since computers process discrete data, combinatorics has become indispensable to computer science. Optimization, or mathematical programming, is the study of maximizing and minimizing functions subject to specified boundary conditions or constraints. The functions to be optimized arise in engineering, the physical and management sciences, and in various branches of mathematics. With the emergence of computers, optimization experienced a dramatic growth as a mathematical theory, enhancing both combinatorics and classical analysis. In its applications to engineering and management sciences, optimization forms an important part of the discipline of operations research.
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