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A companion to studying mathematics at university
Acknowledgements
1
Introduction
1.1
What is this companion for?
1.2
How is mathematics at university different?
1.3
How is mathematical language different?
1.4
What is proof in mathematics?
2
Mathematical statements and definitions
3
Combining statements using logical connectives
4
Proving mathematical statements
5
Appendix: the Greek alphabet
References
1 Introduction
1 Introduction
1.1
What is this companion for?
1.2
How is mathematics at university different?
1.3
How is mathematical language different?
1.4
What is proof in mathematics?