Actuarial Mathematics and Statistics Module Information Index 2001-2002

The modules listed below are offered by the Actuarial Mathematics and Statistics Department. The `level' of the module is indicated by the third digit in the module code and the term in which the module is taught is indicated by the last digit in the module code, e.g. 17.3SK2 (Stochastic Processes 1) is a third-level module which is taught in the second term. Further information about these modules is available in the Students' Guide 2003-2004.

NOTE: Depending on the modules taken at Heriot-Watt, it is also possible for Junior Year Abroad students to obtain exemption from some SOA examinations.

CodeTitleLecturerCorresponding SOA Course
17.1SA1Statistics 1 Mollison.
17.1SB2Statistics 2 Gibson.
17.1SC3Statistics 3 Zachary.
17.2SD2Statistics 4 FossCourse 1
17.2SE3Statistics 5 GibsonCourse 1
17.2ZA1Financial Mathematics 1 MacdonaldCourse 2
17.2ZB2Financial Mathematics 2 WieseCourses 2 and 6
17.2ZC3Survival Models 1 WekweteCourse 3
17.3SF1Introductory Data Analysis Zachary.
17.3SJ2Categorical Data Analysis Gray.
17.3SM3Multivariate Data Analysis Korabinski.
17.3SG1Statistical Inference MollisonCourse 1
17.3SH1Optimisation Theory Hansen.
17.3SK2Stochastic Processe 1 HansenCourse 4
17.3SL2Applied Statistical Methods Foss.
17.3SN3Applied Stochastic Processes FossCourse 4
17.3ZD1Financial Mathematics 3 WillderCourses 2 and 6
17.3ZF2Survival Models 2 CurrieCourses 3 and 4
17.3ZH3Survival Models 3 CurrieCourses 3 and 4
17.3ZE1Life Insurance Mathematics 1 CairnsCourse 3
17.3ZG2Life Insurance Mathematics 2 WekweteCourse 3
17.3ZH3Life Insurance Mathematics 3 WillderCourses 5
17.4SQ1Design and Analysis of Experiments Korabinski.
17.4SQ1Stochastic Processes 2 ChanCourse 4
17.4ST2Time Series Analysis KorabinskiCourse 4
17.4AM1Pension Funds WillderCourse 5
17.4AK2Life Office Practice Macdonald/WillderCourses 5 and 6
17.4AP3Life and Pension Projects Macdonald/WillderCourses 5 and 6
17.4AL1Risk Theory 1 GrayCourse 3
17.4AN2Risk Theory 2 GrayCourse 3

Actuarial Mathematics and Statistics Department, Heriot-Watt University
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Last modified : Wed 01 May 2002
Jennie Hansen