Course material will appear on this page, slides used in lectures will typically be available a few days before the lecture. You are strongly recommended to download these (or print) for your own use, they are not handed out. Occassionally the slides may change following the lectures, to correct any errors (do let me know if you spot errors!) - in that case the date of last change will be indicated between brackets. Of course, best practice consists of producing your own detailed notes following lectures, based on the presentation at the lectures, the online materials and any further resources. Minor proofs or calculations may also be left as exercises during the lectures, you are strongly recommended to complete all these.

Notation and presentation in this course will be pretty close to the strongly recommended course book: `Life Insurance Mathematics', by H.U. Gerber and S.H. Cox (Springer). In this course, we will use some tables from that book, which have been kindly made available to us by the authors: Tables .

If you want to read more about (most of) the material we present in this module, and (many) additional topics in Actuarial Mathematics (for example this might be interesting if you are considering a career in this field), then recommended books are `Fundamentals of Actuarial Mathematics' by S.D. Promislow (Wiley) and `Modern Actuarial Theory and Practice' by P. Booth, et al (Chapman and Hall). These books go beyond the course material and cover topics in non-life insurance.

Homework will be set five times, roughly once per two weeks, to be handed in at the lecture a week later (hand-in dates will be given, these are strict deadlines - of course you can hand in homeworks earlier). There will also be tutorials, The schedule of homeworks should leave you sufficient time to prepare well for tutorials, by going through lecture notes and already attempting some of the problems that will be set for the tutorials. The tutorial problems will be a selection from the `Exercises Sheets'. It should be emphasized that all problems on the exercise sheets are relevant and you are strongly recommended to attempt all before consulting the solutions, which will be provided from this webpage at some point once no further exercises from the corresponding sheet will be discussed in the support classes. The homework problems will be presented on different hand-outs, solutions to these will also be made available from this webpage.

If you write your homework with the use of Latex, then you can use the Latex Style file that was also made available by the authors together with a guide to its use. You can download the style file here: Latex Style file, and here is the User's Guide.

- 12 January
- 15 January
- 19 January
- 22 January
- 26 January
- 29 January
- 02 February
- 05 February
- 09 February
- 12 February
- 16 February
- 19 February
- 23 February
- 26 February
- 02 March
- 05 March
- 09 March: Actuarial Maths as a Career, Dr Rebecca Baker
- 12 March

- Interest, annuities Solutions to exercises
- Lifetime Models Solutions to exercises
- Life Insurance Solutions to exercises
- Life Annuities & Net Premiums Solutions to exercises
- Expenses, Family Income Insurance & Reserves
- Life Tables

- Tutorials Week 12: Questions 1-2, 1-3, 1-4, 1-5 (and possibly 1-1).
- Tutorials Week 14: Questions 2-1, 2-2, 2-7, 2-12.
- Tutorials Week 16:
- If your birthday is in December, January, February or March, then questions 3-2, 3-3, and 3-16.
- If your birthday is in April, May, June, or July, then questions 3-6, 3-7, and 3-16.
- If your birthday is in August, September, October, or November, then questions 3-8, 3-9, and 3-16.

- Tutorials Week 18:
- If your family name starts A-B, then questions 4-2 and 4-12.
- If your family name starts C-F, then questions 4-3 and 4-12.
- If your family name starts G_L, then questions 4-5 and 4-12.
- If your family name starts M_R, then questions 4-7 and 4-12.
- If your family name starts S-Z, then questions 4-11 and 4-12.

- 26 January Solutions to exercises
- 16 February Solutions to exercises
- Noon, 06 March Solutions to exercises
- Noon, 20 April

David Wooff