数学文学学士（荣誉）与数学硕士学士

第一学年Year 1 (Part IA)

• Pure and Applied Mathematics, if you want to carry on with Mathematics after the first year
• Mathematics with Physics, if you want to study Physics after the first year
• the study of algebraic systems, such as groups
• analysis, a rigorous study of functions and concepts from calculus
• 概率probability
• mathematical methods, such as vector calculus
• Newtonian dynamics and special relativity

第二学年Year 2 (Part IB)

• 几何拓扑geometry, topology
• electromagnetism, quantum mechanics, fluid dynamics
• linear algebra, complex analysis
• statistics, Markov chains and optimisation (a rigorous treatment of topics from decision mathematics)

第三学年Year 3 (Part II)

• 编码与密码学coding and cryptography
• algebraic topology
• number theory
• Galois theory
• 宇宙学cosmology
• general relativity
• stochastic financial models
• 量子信息与计算quantum information and computation
• automata and formal languages
• 数学生物学mathematical biology
• 数学机器学习mathematics of machine learning