Here T is your total tutorial score and Q is your total quiz score Final

# Here t is your total tutorial score and q is your

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Here T is your total tutorial score and Q is your total quiz score. Final Examination : 50 % Assignments Problem sets will be assigned. You do not have to submit your work, though you are welcomed to discuss your work with the tutor. The solution of each assignment will be uploaded to the course homepage after the due date of the assignment. 1
Course Material and Course Announcements Course material (for example, supplementary notes, assignments, tutorial sheets) will be uploaded to the course homepage at Course announcements made in class may be put onto the course homepage and commu- nicated via the CWEM. References 1. H. Eves, Foundations and Fundamental Concepts of Mathematics (Third Edition), Dover. 2. K. T. Leung, D. L. C. Chen, Elementary Set Theory , Hong Kong University Press. 3. K. T. Leung, P. H. Cheung, Fundamental Concepts of Mathematics , Hong Kong University Press. 4. D. J. Velleman, How to prove it: a structured approach , Cambridge University Press. There are other references, at a more advanced level, such as: 1. P. R. Halmos, Na¨ ıve Set Theory , Springer-Verlag. 2. E. Kamke, Theory of Sets , Dover. Teaching Schedule The schedule is provisional. We will adapt it along the way to suit the mathematical capability of the students. Weeks 1-3: statements, logic, proofs; sets Weeks 3-6: functions Weeks 7-11: relations; algebraic systems; number systems; axiomatic set theory Weeks 12-14: cardinality 2

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• Spring '20
• Set Theory, Chinese University of Hong Kong, Cambridge University Press, LSB, Department of Mathematics

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