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2009<br />

<strong>Undergraduate</strong><br />

<strong>Studies</strong> <strong>in</strong> <strong>Economics</strong><br />

<strong>Undergraduate</strong> <strong>Studies</strong> 2009<br />

actuarial studies<br />

www.bcom.unimelb.edu.au


contents/<br />

Welcome from the Director 3<br />

What is an actuary? 4<br />

Why major <strong>in</strong> actuarial stuDies? 5<br />

careers 6<br />

Why enrol <strong>in</strong> actuarial stuDies at the university of melbourne? 8<br />

tutorials - mak<strong>in</strong>g actuarial stuDies come alive 10<br />

the honours Program <strong>in</strong> actuarial stuDies 11<br />

Diversity of actuarial Work 12<br />

graDuate Profiles 14<br />

staff Profiles 16<br />

What they are say<strong>in</strong>g 18<br />

Compiled by Preeta Phillips, Department Manager and Heidi Bacher,<br />

Manager, Academic Support Services, Department of <strong>Economics</strong><br />

Welcome from the Director<br />

Welcome from<br />

Professor David<br />

Dickson, Director<br />

of the Centre for<br />

Actuarial <strong>Studies</strong><br />

Actuarial <strong>Studies</strong><br />

is an area of study<br />

with<strong>in</strong> the Bachelor<br />

of Commerce degree<br />

at the University of<br />

Melbourne. The Centre for Actuarial <strong>Studies</strong> is part<br />

of the Department of <strong>Economics</strong> <strong>in</strong> the Faculty of<br />

<strong>Economics</strong> and Commerce, but functions largely<br />

as an autonomous unit. Academic staff <strong>in</strong> the<br />

Centre have diverse backgrounds and <strong>in</strong>terests,<br />

and contribute both to the local actuarial community<br />

through sem<strong>in</strong>ars and other presentations, and<br />

<strong>in</strong>ternationally through research publications and<br />

conference presentations.<br />

The actuarial program is designed for students who<br />

wish to enter the actuarial profession. As such, it<br />

provides students with a solid ground<strong>in</strong>g <strong>in</strong> actuarial<br />

techniques, and, through the Centre’s accreditation<br />

with the Institute of Actuaries of Australia (IAAust),<br />

students have the opportunity to obta<strong>in</strong> exemption<br />

from Parts I and II of the IAAust exam<strong>in</strong>ation<br />

requirements to qualify as an actuary.<br />

However, the actuarial program is broadly based<br />

and students obta<strong>in</strong> an education that <strong>in</strong>cludes<br />

economics, account<strong>in</strong>g, management, f<strong>in</strong>ance,<br />

mathematics and statistics. Indeed the first two<br />

years of the program are general rather than<br />

specialised, although unlike other commerce<br />

students, students major<strong>in</strong>g <strong>in</strong> Actuarial <strong>Studies</strong><br />

must enrol <strong>in</strong> mathematics subjects <strong>in</strong> their first<br />

year of study.<br />

Specialisation <strong>in</strong> actuarial subjects takes place <strong>in</strong><br />

the third year of study, and cont<strong>in</strong>ues <strong>in</strong> the honours<br />

year. The actuarial specialisation is designed as a<br />

four year program, but entry to honours is restricted<br />

to students who perform at an appropriate level <strong>in</strong><br />

third year subjects.<br />

Actuarial <strong>Studies</strong> is a demand<strong>in</strong>g but reward<strong>in</strong>g<br />

discipl<strong>in</strong>e. Students f<strong>in</strong>d their university actuarial<br />

subjects challeng<strong>in</strong>g, but know that the skills they<br />

obta<strong>in</strong> as part of their degree are <strong>in</strong> great demand<br />

from employers. I hope that the <strong>in</strong>formation <strong>in</strong> the<br />

brochure will <strong>in</strong>spire you to become an actuarial<br />

student.<br />

2 3


What is an actuary? versatile career oPPortunities<br />

The work of an actuary <strong>in</strong>volves the assessment,<br />

evaluation and management of the f<strong>in</strong>ancial<br />

risks faced by <strong>in</strong>dividuals, households, <strong>in</strong>vestors,<br />

companies and governments as they plan for<br />

the future. These risks vary from an illness,<br />

disability or death, to the effects of a cyclone,<br />

earthquake or a major economic or social change.<br />

Hence the actuary’s work is based upon a multidiscipl<strong>in</strong>ary<br />

background of mathematics, statistics,<br />

demographics, f<strong>in</strong>ance and economics.<br />

As a result of this diverse multi-discipl<strong>in</strong>ary<br />

background and their strong analytical skills,<br />

actuaries serve as f<strong>in</strong>ancial advisers to a wide range<br />

of commercial organisations <strong>in</strong>clud<strong>in</strong>g life, general<br />

and health <strong>in</strong>surance companies, superannuation<br />

funds, banks, other f<strong>in</strong>ancial <strong>in</strong>stitutions and<br />

governments. In most cases, they are asked to<br />

tackle a wide range of f<strong>in</strong>ancial problems, often<br />

<strong>in</strong>volv<strong>in</strong>g future uncerta<strong>in</strong>ty. An ability to express<br />

their conclusions <strong>in</strong> clear and concise language,<br />

both <strong>in</strong> the written and verbal form, also represents<br />

an essential part of their work.<br />

Actuaries are commonly employed by <strong>in</strong>surers,<br />

banks and specialist actuarial consultancies.<br />

The work of consult<strong>in</strong>g actuaries, who offer their<br />

professional services for a fee, covers a wide<br />

range of areas and <strong>in</strong>cludes:<br />

Y advice on the design and f<strong>in</strong>anc<strong>in</strong>g of<br />

superannuation funds and other employee<br />

benefit schemes<br />

Y measurement and analysis of the <strong>in</strong>vestment<br />

performance of f<strong>in</strong>ancial <strong>in</strong>stitutions<br />

Y valuation of a life <strong>in</strong>surance company <strong>in</strong> the<br />

event of its purchase<br />

Y advice to a range of f<strong>in</strong>ancial <strong>in</strong>stitutions,<br />

concentrat<strong>in</strong>g on future plans and strategy<br />

Y carry<strong>in</strong>g out f<strong>in</strong>ancial projections for general<br />

<strong>in</strong>surance and f<strong>in</strong>ancial companies and, on<br />

occasions, provid<strong>in</strong>g advice to potential<br />

purchasers or sellers<br />

Y statistical and f<strong>in</strong>ancial advice <strong>in</strong> many other<br />

areas <strong>in</strong>clud<strong>in</strong>g friendly societies and<br />

health funds.<br />

In recent years actuaries have developed their<br />

role <strong>in</strong> bank<strong>in</strong>g and f<strong>in</strong>ance. The analytical skills of<br />

actuaries are now seen as <strong>in</strong>valuable <strong>in</strong> bank<strong>in</strong>g<br />

activities <strong>in</strong>clud<strong>in</strong>g security pric<strong>in</strong>g, valuations<br />

l<strong>in</strong>ked to mergers and acquisitions and project<br />

f<strong>in</strong>ance, and also the development of enterprise risk<br />

management programs.<br />

The skills that you develop <strong>in</strong> an actuarial studies<br />

degree are readily transferable and actuaries<br />

are now called upon to provide expert advice <strong>in</strong><br />

diverse areas <strong>in</strong>clud<strong>in</strong>g valuation of students’ HECS<br />

liabilities, provid<strong>in</strong>g f<strong>in</strong>ancial plann<strong>in</strong>g type advice<br />

to retirees and people approach<strong>in</strong>g retirement and<br />

provid<strong>in</strong>g advice to government through bodies<br />

such as the Australian Prudential Regulation<br />

Authority (APRA) and the Australian Securities and<br />

Investments Commission (ASIC).<br />

Actuaries are play<strong>in</strong>g an ever <strong>in</strong>creas<strong>in</strong>g role <strong>in</strong><br />

health and long term care. Actuarial advice has<br />

been sought by private health <strong>in</strong>surance companies<br />

advis<strong>in</strong>g governments on alternatives to community<br />

rat<strong>in</strong>g pric<strong>in</strong>g methods.<br />

Why Major <strong>in</strong> Actuarial <strong>Studies</strong>?<br />

The ma<strong>in</strong> reason for major<strong>in</strong>g <strong>in</strong> actuarial studies<br />

is to enter the actuarial profession. Actuaries are<br />

highly respected <strong>in</strong> all areas of <strong>in</strong>surance and<br />

superannuation. Actuaries are also called upon to<br />

provide advice and to work <strong>in</strong> areas of <strong>in</strong>vestment<br />

management and f<strong>in</strong>ance. By enter<strong>in</strong>g the actuarial<br />

profession you will enjoy a very reward<strong>in</strong>g career.<br />

You will rout<strong>in</strong>ely be <strong>in</strong>volved <strong>in</strong> solv<strong>in</strong>g real world<br />

bus<strong>in</strong>ess problems either for management or for<br />

external clients us<strong>in</strong>g a unique skill set.<br />

Actuarial studies will give you the ability to apply<br />

mathematical and statistical methodology to<br />

problems that bus<strong>in</strong>esses regularly face. You<br />

will develop the confidence to build computer<br />

spreadsheet models and be able to use these to<br />

answer complex questions and most importantly<br />

you will learn how to communicate these results.<br />

The actuarial undergraduate tra<strong>in</strong><strong>in</strong>g provides an<br />

ideal foundation for further study <strong>in</strong> areas as diverse<br />

as f<strong>in</strong>ance, econometrics, applied statistics and of<br />

course actuarial studies itself!<br />

Whichever path you decide to take after complet<strong>in</strong>g<br />

your actuarial degree you can be sure that your<br />

actuarial skills will be useful and highly sought after.<br />

actuarial<br />

stuDies at the<br />

university of<br />

melbourne<br />

a stuDy choice<br />

With great<br />

returns<br />

4 5


careers<br />

Versatile Career Opportunities<br />

There are currently over 1000 actuaries <strong>in</strong> active<br />

employment <strong>in</strong> Australia. About 33 per cent of<br />

these actuaries work <strong>in</strong> life <strong>in</strong>surance, 18 per cent<br />

work <strong>in</strong> general <strong>in</strong>surance and 18 per cent are<br />

engaged <strong>in</strong> superannuation, with the rema<strong>in</strong>der<br />

employed <strong>in</strong> f<strong>in</strong>ance and <strong>in</strong>vestment, management,<br />

government service and with<strong>in</strong> universities. There<br />

are more than 300 Australian qualified actuaries<br />

work<strong>in</strong>g overseas.<br />

Career Examples for Actuarial<br />

Graduates<br />

Bank<strong>in</strong>g and F<strong>in</strong>ance<br />

Capital and Risk Management<br />

Energy and Environment<br />

F<strong>in</strong>ancial Plann<strong>in</strong>g (Retail)<br />

F<strong>in</strong>ancial Report<strong>in</strong>g and Performance Management<br />

General Insurance<br />

Health Insurance<br />

Investments / Asset Management<br />

Life Insurance: Product Pric<strong>in</strong>g, Design and<br />

Distribution<br />

Superannuation<br />

Valuations of <strong>in</strong>surance liabilities,<br />

f<strong>in</strong>ancial <strong>in</strong>struments<br />

Potential Private Sector<br />

Employers<br />

Banks:<br />

ANZ, Westpac, NAB, Commonwealth Bank,<br />

Macquarie Bank, Deutsche Bank.<br />

Bus<strong>in</strong>ess Consult<strong>in</strong>g Firms:<br />

Mercer HR Consult<strong>in</strong>g, PricewaterhouseCoopers<br />

Actuarial, KPMG Actuarial, F<strong>in</strong>ity Consult<strong>in</strong>g, Rice<br />

Warner Actuaries, Taylor Fry Consult<strong>in</strong>g Actuaries,<br />

Ernst & Young.<br />

F<strong>in</strong>ancial Service Providers:<br />

AIG, AMP, Aviva, AXA Australia, CGU Insurance,<br />

Russell Investment Group.<br />

Re<strong>in</strong>surers:<br />

Munich Re, Swiss Re.<br />

Government Based Employment:<br />

Australian Prudential Regulation Authority (APRA),<br />

Australian Government Actuary’s Office,<br />

Victorian WorkCover Authority.<br />

The Institute of Actuaries of Australia ma<strong>in</strong>ta<strong>in</strong>s an<br />

up to date list<strong>in</strong>g of current employers of Actuaries.<br />

This list can be found at www.actuaries.asn.au.<br />

Start<strong>in</strong>g on the Career Path<br />

To qualify as an actuary, a student must pass (or<br />

be exempt from) three parts of the professional<br />

accreditation as prescribed by the Institute of<br />

Actuaries of Australia (IAAust). The first two parts<br />

can be undertaken as a part of the Bachelor of<br />

Commerce (Honours) degree at the University of<br />

Melbourne.<br />

If you complete relevant subjects at the University<br />

of Melbourne, and perform sufficiently well, you<br />

will be recommended for exemption from the<br />

correspond<strong>in</strong>g subjects offered by the Institute<br />

of Actuaries of Australia. Should you receive<br />

exemption from all correspond<strong>in</strong>g subjects you will<br />

be exempt from both Part I and Part II by the end<br />

of your honours degree. Successful completion of<br />

Parts I and II of the IAAust requirements earns you<br />

the Associateship of the Institute of Actuaries of<br />

Australia (AIAA). However, if you do not obta<strong>in</strong> the<br />

mark needed to achieve exemption you do not need<br />

to repeat the subject. As long as you achieve a<br />

pass mark or above the subject will still be credited<br />

towards your Bachelor of Commerce degree.<br />

Part III of the professional accreditation is set<br />

by the Institute of Actuaries of Australia. These<br />

exam<strong>in</strong>ations are held <strong>in</strong> May and October each<br />

year and are undertaken after university, while a<br />

person is work<strong>in</strong>g full time.<br />

The length of time taken to qualify varies from<br />

student to student. The qualification can be<br />

achieved <strong>in</strong> a m<strong>in</strong>imum of five years, but the<br />

average time to ga<strong>in</strong> full accreditation is between<br />

seven and eight years.<br />

What Would I Study?<br />

At first year level students <strong>in</strong> the Centre for<br />

Actuarial <strong>Studies</strong> take <strong>in</strong>troductory subjects <strong>in</strong><br />

microeconomics and macroeconomics, account<strong>in</strong>g,<br />

mathematics and actuarial studies. These subjects<br />

provide a foundation for your future studies. They<br />

also serve to give you a knowledge of the general<br />

economic and bus<strong>in</strong>ess environment <strong>in</strong> which<br />

actuarial problems are found. At second year level<br />

you will take subjects <strong>in</strong> probability and statistics.<br />

These two subjects are fundamental to your future<br />

success <strong>in</strong> actuarial subjects and will give you the<br />

confidence to model random phenomena us<strong>in</strong>g<br />

mathematical techniques.<br />

Dur<strong>in</strong>g your second year you will also take two<br />

subjects <strong>in</strong> f<strong>in</strong>ancial mathematics. In these subjects<br />

you will learn how to model the expected cash<br />

flows that arise from a variety of f<strong>in</strong>ancial contracts<br />

<strong>in</strong>clud<strong>in</strong>g loans, bonds and basic <strong>in</strong>surance<br />

contracts. You will also learn how to account for the<br />

uncerta<strong>in</strong>ty <strong>in</strong> future earn<strong>in</strong>gs rates and projected<br />

cash flows. Your second year of study will also<br />

<strong>in</strong>clude subjects <strong>in</strong> <strong>in</strong>termediate macroeconomics<br />

and bus<strong>in</strong>ess f<strong>in</strong>ance.<br />

Dur<strong>in</strong>g the first two years of study students will also<br />

take two non-mathematical subjects taught outside<br />

the Faculty of <strong>Economics</strong> and Commerce to satisfy<br />

the breadth component of the BCom degree.<br />

The third year of the actuarial program is the most<br />

highly prescribed with seven actuarial subjects to be<br />

studied. The subjects you will take <strong>in</strong> your third year<br />

form the backbone of your technical tra<strong>in</strong><strong>in</strong>g as an<br />

actuary. The third year subjects cover the technical<br />

side of pric<strong>in</strong>g and valuation for both life <strong>in</strong>surers<br />

and general <strong>in</strong>surers, the construction and use of<br />

life tables and survival models, and model portfolio<br />

theory. What you learn <strong>in</strong> your third year will set you<br />

apart from other Commerce graduates as you will<br />

beg<strong>in</strong> to appreciate what makes actuarial studies so<br />

unique and so valuable.<br />

A fourth year of study (Honours) is available to<br />

students who perform sufficiently well <strong>in</strong> their third<br />

year of undergraduate study. For more detailed<br />

<strong>in</strong>formation about the prestigious Honours year <strong>in</strong><br />

Actuarial <strong>Studies</strong> see page 11.<br />

6 7


Why enrol <strong>in</strong> actuarial stuDies<br />

at the university of melbourne?<br />

Fully accredited by the Institute<br />

of Actuaries of Australia<br />

The Centre for Actuarial <strong>Studies</strong> at the University<br />

of Melbourne is fully accredited by the Institute<br />

of Actuaries of Australia. We are one of only four<br />

such accredited university centres <strong>in</strong> Australia,<br />

and the only one <strong>in</strong> Victoria. This means that our<br />

subject offer<strong>in</strong>gs at the University of Melbourne<br />

are recognised as be<strong>in</strong>g equivalent to Parts I and II<br />

of the Institute of Actuaries of Australia education<br />

program. Subject to sufficiently meritorious<br />

performance dur<strong>in</strong>g your degree you will graduate<br />

from Melbourne’s actuarial Honours program as an<br />

Associate of the Institute of Actuaries of Australia.<br />

A Centre of Excellence<br />

The Centre for Actuarial <strong>Studies</strong> has been<br />

designated a Centre of Excellence by the Institute<br />

of Actuaries of Australia. Centre of Excellence<br />

status is given only after a number of criteria<br />

relat<strong>in</strong>g to quality of staff, research stand<strong>in</strong>g and<br />

educational commitment are met by the University.<br />

Teach<strong>in</strong>g excellence<br />

Staff with<strong>in</strong> the Centre for Actuarial <strong>Studies</strong> have<br />

won teach<strong>in</strong>g awards at both the Faculty level and<br />

the University level. The Centre is also committed<br />

to the production of high quality educational<br />

resources. Professor David Dickson, the Director<br />

of the Centre for Actuarial <strong>Studies</strong>, has written<br />

two <strong>in</strong>ternationally published text books cover<strong>in</strong>g<br />

material that is taught to our undergraduate<br />

students <strong>in</strong> the actuarial program. Associate<br />

Professor Mark Joshi is the author of a textbook<br />

on mathematical f<strong>in</strong>ance that is used <strong>in</strong> many<br />

universities around the world, <strong>in</strong>clud<strong>in</strong>g Melbourne.<br />

We have also developed a piece of actuarial<br />

software called Advance which is used throughout<br />

our undergraduate courses. This software gives<br />

students the opportunity to see the results of<br />

apply<strong>in</strong>g actuarial theory <strong>in</strong> a number of traditional<br />

actuarial contexts.<br />

Lead<strong>in</strong>g actuarial research<br />

The Centre for Actuarial <strong>Studies</strong> is a lead<strong>in</strong>g<br />

actuarial research group. Our <strong>in</strong>ternational<br />

reputation for research has been developed from<br />

our work <strong>in</strong> risk theory and f<strong>in</strong>ancial mathematics,<br />

<strong>in</strong> particular the pric<strong>in</strong>g of derivative securities.<br />

We also conduct research <strong>in</strong>to practical areas<br />

<strong>in</strong>clud<strong>in</strong>g disability <strong>in</strong>come <strong>in</strong>surance and<br />

<strong>in</strong>vestment management. The wide scope of our<br />

research means that our upper level undergraduate<br />

courses <strong>in</strong>clude recent developments <strong>in</strong> the<br />

field of actuarial science. This ensures that our<br />

graduates not only learn the required actuarial<br />

syllabus but also beg<strong>in</strong> to appreciate the thought<br />

process required for modern research <strong>in</strong>to Actuarial<br />

Science. Our research profile also means that we<br />

can provide a very diverse honours program with<br />

students able to choose research essay topics from<br />

a very broad spectrum.<br />

Close l<strong>in</strong>ks with <strong>in</strong>dustry<br />

The full time actuarial staff have worked for a<br />

range of employers <strong>in</strong>clud<strong>in</strong>g <strong>in</strong>surance companies,<br />

banks, actuarial consultants and government<br />

departments. This experience means that our<br />

lectures can <strong>in</strong>clude reflections on actuarial practice<br />

as well as provid<strong>in</strong>g sound development of actuarial<br />

theory.<br />

Our Part II program is taught by lead<strong>in</strong>g actuarial<br />

practitioners <strong>in</strong> Melbourne. This ensures that our<br />

honours graduates have sound knowledge of<br />

actuarial models and also the ability to apply and<br />

extend these models <strong>in</strong> practical contexts. It is<br />

this ability to learn, apply and extend modell<strong>in</strong>g<br />

techniques that is so highly valued by employers<br />

of our graduates.<br />

Teach<strong>in</strong>g and learn<strong>in</strong>g support<br />

The Teach<strong>in</strong>g and Learn<strong>in</strong>g Unit <strong>in</strong> the Faculty<br />

of <strong>Economics</strong> and Commerce offers students<br />

assistance with study methods and assessment<br />

techniques. We also have a very active Actuarial<br />

Students’ Society and a Mentor<strong>in</strong>g program<br />

specifically tailored to help first year actuarial<br />

students.<br />

Entry Requirements to<br />

Major <strong>in</strong> Actuarial <strong>Studies</strong><br />

To major <strong>in</strong> actuarial studies you will need to meet<br />

the admission requirements for entry <strong>in</strong>to the<br />

Bachelor of Commerce.<br />

For more <strong>in</strong>formation on admission<br />

requirements please visit:<br />

www.bcom.unimelb.edu.au/bachelor/entry.html<br />

In order to ga<strong>in</strong> entry to the first year mathematics<br />

subjects you will need a study score of at least<br />

37 <strong>in</strong> VCE Units 3 & 4 Specialist Mathematics<br />

or equivalent. Alternative study programs are<br />

possible for students who attended a school<br />

where VCE Specialist Mathematics or equivalent<br />

was not available, and for students who do not<br />

have the required study score <strong>in</strong> VCE Specialist<br />

Mathematics. For more <strong>in</strong>formation contact the<br />

<strong>Undergraduate</strong> Commerce Student Centre.<br />

Teach<strong>in</strong>g and Learn<strong>in</strong>g<br />

<strong>in</strong> the Centre for Actuarial <strong>Studies</strong><br />

8 9<br />

Dr David Pitt<br />

Y ANU Vice Chancellor’s Award for<br />

Teach<strong>in</strong>g Excellence, W<strong>in</strong>ner 2004<br />

Y Australian Teach<strong>in</strong>g Awards,<br />

Nom<strong>in</strong>ee 2004, 2008<br />

Y University of Melbourne Faculty of<br />

<strong>Economics</strong> and Commerce,<br />

Outstand<strong>in</strong>g Lecturer Award, April 2006<br />

“In the eight years that I have taught Actuarial<br />

<strong>Studies</strong> I have aimed to provide a lecture<br />

environment where students are motivated to<br />

learn. This motivation is created through careful<br />

development of actuarial and statistical theory<br />

<strong>in</strong> a way that draws on student experience and<br />

knowledge and gives students a clear view of<br />

subject objectives. It is so important that students<br />

can see how their studies will help them <strong>in</strong> their<br />

actuarial careers.<br />

Students <strong>in</strong> the Centre for Actuarial <strong>Studies</strong> are<br />

given high quality lecture and tutorial material <strong>in</strong> all<br />

the subjects that they study. Students are able to<br />

download course materials that <strong>in</strong>clude exercises<br />

and solutions, spreadsheet programs and l<strong>in</strong>ks to<br />

actuarial research papers from specialised learn<strong>in</strong>g<br />

management web based software. Teach<strong>in</strong>g is<br />

viewed as a very important part of what we do <strong>in</strong><br />

the Centre for Actuarial <strong>Studies</strong>”.


tutorials -<br />

mak<strong>in</strong>g actuarial stuDies come alive<br />

Ash Evans<br />

Tutor <strong>in</strong> Actuarial<br />

<strong>Studies</strong><br />

Current PhD student<br />

Tutorials provide<br />

participants with an<br />

opportunity to confront<br />

ideas and issues<br />

presented at lectures<br />

<strong>in</strong> a less formal atmosphere. This dynamic allows<br />

students to become comfortable with material<br />

through cooperation and participation. The tutorial<br />

sett<strong>in</strong>g offers students time to reflect on the<br />

course before gather<strong>in</strong>g to discuss topics, re<strong>in</strong>force<br />

knowledge and address any problems. This is an<br />

ideal follow up to the formal lecture.<br />

It is my role to ensure that students <strong>in</strong> the class<br />

are confident <strong>in</strong> their ability to apply the theory<br />

from the course. Hav<strong>in</strong>g completed the degree<br />

fairly recently, I am able to offer a perspective<br />

on the material that is not too far removed from<br />

how it is usually best understood by the students.<br />

Participants f<strong>in</strong>d this very useful, s<strong>in</strong>ce actuarial<br />

studies <strong>in</strong> particular benefits from a personal and<br />

<strong>in</strong>tuitive demonstration of the coursework.<br />

In my experience, students ga<strong>in</strong> enormously from<br />

tutorials when asked to solve a problem <strong>in</strong> a group<br />

environment. Be<strong>in</strong>g able to actively participate <strong>in</strong><br />

the classroom exposes the participant to different<br />

approaches and allows me as a tutor to recognize<br />

where students have the greatest difficulty. The<br />

format can be easily adjusted to focus on the<br />

students’ needs. Group <strong>in</strong>teraction also gives the<br />

participant the chance to meet fellow actuarial<br />

students and future colleagues. As a tutor, I make<br />

myself approachable and readily available to cater<br />

for the students’ needs. I have found that this<br />

creates a comfortable sett<strong>in</strong>g where students are<br />

eager to explore their ability with the knowledge<br />

that additional help can be easily accessed. It is<br />

amaz<strong>in</strong>g the difference that a little guidance, a<br />

different po<strong>in</strong>t of view and some friendly <strong>in</strong>teraction<br />

can have on a student’s success <strong>in</strong> the actuarial<br />

program at Melbourne.<br />

Chris Beveridge<br />

Tutor <strong>in</strong> Actuarial<br />

<strong>Studies</strong><br />

Current PhD student<br />

Tutorials are a very<br />

important component<br />

of the actuarial<br />

learn<strong>in</strong>g experience<br />

at the University of<br />

Melbourne. First and<br />

foremost, they provide students with an <strong>in</strong>teractive<br />

and friendly environment <strong>in</strong> which they can<br />

discuss lecture material and the numerous practice<br />

questions made available on a weekly basis. The<br />

tutorials are designed to be highly flexible, so that<br />

they can cater to the students’ needs on a weekto-week<br />

basis. The students can highlight areas of<br />

difficulty, and as a tutor I can focus on improv<strong>in</strong>g<br />

their understand<strong>in</strong>g <strong>in</strong> these areas. The chance to<br />

ga<strong>in</strong> different perspectives on material covered, as<br />

well as be<strong>in</strong>g able to work through problems while<br />

ask<strong>in</strong>g questions helps particularly <strong>in</strong> improv<strong>in</strong>g<br />

understand<strong>in</strong>g and build<strong>in</strong>g confidence. In addition,<br />

by work<strong>in</strong>g through problems based on the theory<br />

covered <strong>in</strong> lectures, students are able to see how<br />

the material they study is used <strong>in</strong> a more practical<br />

context.<br />

Tutorials also provide a wonderful opportunity<br />

for students to discuss all th<strong>in</strong>gs actuarial with<br />

someone who has recently been <strong>in</strong> their position.<br />

Whether it be particular subjects, which subjects<br />

to take <strong>in</strong> the future, apply<strong>in</strong>g for jobs, or the<br />

numerous possibilities open to someone with an<br />

undergraduate degree <strong>in</strong> actuarial studies, <strong>in</strong> my<br />

experience students enjoy be<strong>in</strong>g able to discuss<br />

these topics <strong>in</strong>formally.<br />

the honours Program <strong>in</strong> actuarial stuDies<br />

Why do Honours<br />

<strong>in</strong> Actuarial <strong>Studies</strong>?<br />

An honours year provides an advanced knowledge<br />

of actuarial studies and the opportunity to develop<br />

your research and communication skills through<br />

either a research essay or a set of research<br />

projects.<br />

The Honours year also fulfils all the requirements<br />

for Associateship of the Institute of Actuaries of<br />

Australia. In this fourth year of study you will take<br />

advanced coursework <strong>in</strong> the areas of risk theory<br />

and f<strong>in</strong>ancial mathematics. Importantly you will also<br />

develop your bus<strong>in</strong>ess and academic writ<strong>in</strong>g skills<br />

and your communication skills by produc<strong>in</strong>g some<br />

research <strong>in</strong>to an area of actuarial science that has<br />

not been widely considered previously. Employers<br />

of actuarial graduates are becom<strong>in</strong>g <strong>in</strong>creas<strong>in</strong>gly<br />

<strong>in</strong>terested <strong>in</strong> students who can demonstrate an<br />

ability to learn, to adapt to chang<strong>in</strong>g situations and<br />

to work well with<strong>in</strong> a team. These skills are all<br />

honed dur<strong>in</strong>g the Honours year.<br />

Career advancement is more rapid for honours<br />

graduates. Initial salary rates for honours graduates<br />

are higher than those for ord<strong>in</strong>ary degree graduates<br />

and job tasks tend to be more varied, <strong>in</strong>terest<strong>in</strong>g<br />

and research orientated.<br />

Possession of a quality Honours degree assists <strong>in</strong><br />

obta<strong>in</strong><strong>in</strong>g scholarships and other forms of f<strong>in</strong>ancial<br />

support to undertake higher degrees.<br />

By study<strong>in</strong>g for Honours, you have the opportunity<br />

to obta<strong>in</strong> exemption from all subjects that comprise<br />

Part I of the Institute of Actuaries of Australia’s<br />

professional exam<strong>in</strong>ations. Additionally, Part II<br />

of the qualification as a Fellow of the Institute of<br />

Actuaries of Australia is covered <strong>in</strong> the honours<br />

year. It can be advantageous to study these<br />

subjects as a full time honours student, rather than<br />

attempt<strong>in</strong>g them on a part time basis while you<br />

are work<strong>in</strong>g.<br />

What are the Criteria<br />

for do<strong>in</strong>g an Honours Year?<br />

To be eligible for an honours year <strong>in</strong> Actuarial<br />

<strong>Studies</strong>, you must have satisfied the requirements<br />

for a Bachelor of Commerce degree, and have also<br />

completed the follow<strong>in</strong>g third-year subjects with<br />

a grade of at least H2B (70%) <strong>in</strong> four of these<br />

subjects.<br />

Y Actuarial Modell<strong>in</strong>g I<br />

Y Actuarial Modell<strong>in</strong>g II<br />

Y Cont<strong>in</strong>gencies<br />

Y Actuarial Statistics<br />

Y Models for Insurance and F<strong>in</strong>ance<br />

Y F<strong>in</strong>ancial Mathematics III<br />

Note that Cont<strong>in</strong>gencies counts as two subjects.<br />

Thus, a mark of 74 <strong>in</strong> Contigencies would count<br />

as two H2B grades.<br />

You should also note that meet<strong>in</strong>g these two<br />

requirements does not guarantee a place <strong>in</strong><br />

honours. For example, a student who completed<br />

eight third year actuarial subjects with four marks of<br />

70 and four marks of 50 meets the requirements,<br />

but would not be admitted. The Centre will only<br />

admit students who it believes can successfully<br />

complete the honours year.<br />

Application Process<br />

Applicants must apply on l<strong>in</strong>e at https://sis.unimelb.<br />

edu.au/cgi-b<strong>in</strong>/course-application.pl<br />

Selection takes place <strong>in</strong> December after third year<br />

results become available. You will be <strong>in</strong>formed <strong>in</strong><br />

early January to advise if your application has been<br />

accepted or not. You can then enrol as part of the<br />

normal enrolment process.<br />

10 11


Diversity of actuarial Work<br />

Actuaries and Bank<strong>in</strong>g<br />

and F<strong>in</strong>ance<br />

Bank<strong>in</strong>g has become a more mathematical<br />

discipl<strong>in</strong>e <strong>in</strong> the last 25 years. Firstly, the paradigm<br />

has shifted from the banker us<strong>in</strong>g his judgement<br />

about a deal and a company, to us<strong>in</strong>g historical and<br />

market data to develop mathematical models that<br />

allow the assessment of risk versus return.<br />

Secondly, there has a been massive growth <strong>in</strong> the<br />

trad<strong>in</strong>g of complex derivative products <strong>in</strong> recent<br />

years. The Bank of International Settlements<br />

recently estimated that there are 27 trillion USD<br />

notional of <strong>in</strong>terest-rate derivative contracts<br />

outstand<strong>in</strong>g. Such products can only be valued<br />

by us<strong>in</strong>g complex mathematical techniques, and<br />

for this the blend of mathematical, f<strong>in</strong>ancial and<br />

personal skills of an actuary is ideal.<br />

To properly assess the risk versus return of a<br />

deal requires not just a model of the quantities<br />

underly<strong>in</strong>g the deal and its hedg<strong>in</strong>g, but also of how<br />

these quantities <strong>in</strong>teract with the bank’s exist<strong>in</strong>g<br />

portfolio. Thus one wishes to build a model of all<br />

the deals currently held and measure its risk and<br />

return profile, and compare that with the portfolio<br />

extended by add<strong>in</strong>g the new deal. To do this<br />

requires build<strong>in</strong>g models not just of the distribution<br />

of each underly<strong>in</strong>g risk exposure, but also of how<br />

they vary together. These need to be extrapolated<br />

from historical data and here actuarial skills are<br />

essential.<br />

Actuaries are <strong>in</strong>volved <strong>in</strong> the modell<strong>in</strong>g of f<strong>in</strong>ancial<br />

risks typically faced by banks and <strong>in</strong> the calculation<br />

of capital requirements for banks. This is a grow<strong>in</strong>g<br />

area for actuaries.<br />

Actuaries and<br />

Life Insurance<br />

Life <strong>in</strong>surance has been an important practice<br />

area for the actuarial profession for more than<br />

a century. In the last 20 years the life <strong>in</strong>surance<br />

<strong>in</strong>dustry has seen some radical changes with the<br />

ris<strong>in</strong>g importance of unit-l<strong>in</strong>ked contracts and the<br />

restructure of long established mutual companies.<br />

The role of the actuary <strong>in</strong> life <strong>in</strong>surance has evolved<br />

and life <strong>in</strong>surance cont<strong>in</strong>ues to be an important<br />

employer of qualified actuaries and new graduates.<br />

The bus<strong>in</strong>ess of life <strong>in</strong>surance revolves around longterm<br />

f<strong>in</strong>ancial contracts (called policies) between<br />

life <strong>in</strong>surance companies and their customers or<br />

policyholders.<br />

Life <strong>in</strong>surance policies <strong>in</strong>volve payments <strong>in</strong> the<br />

event of specified circumstances <strong>in</strong>volv<strong>in</strong>g the<br />

death or survival of nom<strong>in</strong>ated lives. For example,<br />

<strong>in</strong>dividuals with dependents will often take out a<br />

temporary contract provid<strong>in</strong>g a lump sum payment<br />

<strong>in</strong> the event of their death with<strong>in</strong> the contract<br />

period. Such a contract typically provides f<strong>in</strong>ancial<br />

security for a family <strong>in</strong> the event of<br />

the premature death of the ma<strong>in</strong> bread-w<strong>in</strong>ner.<br />

Life <strong>in</strong>surance companies would normally rely on<br />

their actuaries to calculate the appropriate charge<br />

(or premium) for contracts provid<strong>in</strong>g such death<br />

benefits. In perform<strong>in</strong>g such calculations, actuaries<br />

apply mathematical techniques <strong>in</strong>volv<strong>in</strong>g probability<br />

and compound <strong>in</strong>terest. These contracts usually<br />

<strong>in</strong>volve funds be<strong>in</strong>g set aside and actuaries use<br />

similar techniques to assess the amounts required<br />

to ensure the f<strong>in</strong>ancial <strong>in</strong>tegrity of life <strong>in</strong>surance<br />

policies.<br />

As a result of their understand<strong>in</strong>g of life <strong>in</strong>surance<br />

bus<strong>in</strong>ess actuaries are often found <strong>in</strong> senior<br />

management roles with<strong>in</strong> the <strong>in</strong>dustry or regulatory<br />

bodies.<br />

Actuaries and General Insurance<br />

General <strong>in</strong>surance is a very broad term which<br />

essentially covers all types of <strong>in</strong>surance which are<br />

not classified as life <strong>in</strong>surance. Most <strong>in</strong>dividuals<br />

will effect a general <strong>in</strong>surance policy dur<strong>in</strong>g their<br />

lifetime. Examples <strong>in</strong>clude motor vehicle <strong>in</strong>surance,<br />

home contents <strong>in</strong>surance, and travel <strong>in</strong>surance.<br />

One of the major roles an actuary plays <strong>in</strong><br />

general <strong>in</strong>surance is modell<strong>in</strong>g risks. As a simple<br />

example, consider motor vehicle <strong>in</strong>surance. A<br />

typical <strong>in</strong>surance policy covers an <strong>in</strong>dividual for<br />

one year, but when a policy is issued, the <strong>in</strong>surer<br />

does not know how many motor vehicle accidents<br />

the <strong>in</strong>dividual will have dur<strong>in</strong>g the year, or how<br />

much vehicle repairs will cost as a result of these<br />

accidents. Based on previous years’ data for similar<br />

<strong>in</strong>surance policies, an actuary will construct models<br />

both for the number of accidents an <strong>in</strong>dividual will<br />

experience and for the costs associated with these<br />

accidents. A fundamental use of such models is <strong>in</strong><br />

the pric<strong>in</strong>g of an <strong>in</strong>surance policy. The actuary must<br />

decide on the amount (known as the premium) to<br />

be paid by an <strong>in</strong>dividual for <strong>in</strong>surance cover.<br />

Another illustration of general <strong>in</strong>surance would be<br />

a policy cover<strong>in</strong>g a manufactur<strong>in</strong>g company aga<strong>in</strong>st<br />

losses aris<strong>in</strong>g from an <strong>in</strong>dustrial accident or a fire.<br />

Consider the situation where a large factory was<br />

completely destroyed by fire. The losses associated<br />

with this would run <strong>in</strong>to millions of dollars, and it<br />

would take a number of years before the <strong>in</strong>surance<br />

claim was f<strong>in</strong>ally settled as the factory was rebuilt,<br />

new mach<strong>in</strong>ery <strong>in</strong>stalled and so on. One of the<br />

tasks for an actuary would be to set a reserve level.<br />

This is an estimate, required for statutory purposes,<br />

of the cost to the <strong>in</strong>surance company of eventually<br />

settl<strong>in</strong>g the <strong>in</strong>surance claim. An actuary must also<br />

be able to perform calculations to ensure that an<br />

<strong>in</strong>surance company is solvent. Broadly speak<strong>in</strong>g,<br />

this means that the <strong>in</strong>surer has enough funds to pay<br />

<strong>in</strong>surance claims as they arise.<br />

A further role of actuaries <strong>in</strong> general <strong>in</strong>surance<br />

is <strong>in</strong> determ<strong>in</strong><strong>in</strong>g re<strong>in</strong>surance arrangements. An<br />

<strong>in</strong>surance company may wish to limit the amount<br />

it pays on an <strong>in</strong>surance claim. It can achieve this by<br />

shar<strong>in</strong>g the <strong>in</strong>surance risk with a re<strong>in</strong>surer <strong>in</strong> return<br />

for the payment of a re<strong>in</strong>surance premium. A role<br />

for the actuary is to decide on the most appropriate<br />

type of re<strong>in</strong>surance, and how much of the <strong>in</strong>surance<br />

risk should be shared with the re<strong>in</strong>surer.<br />

12 13


graDuate Profiles<br />

Yen Ni Tan<br />

Current employer:<br />

KPMG Actuaries<br />

Yen Ni Tan completed<br />

her Honours degree<br />

<strong>in</strong> Actuarial <strong>Studies</strong><br />

at the University of<br />

Melbourne <strong>in</strong> 2003 and<br />

jo<strong>in</strong>ed KPMG Actuaries<br />

as an actuarial analyst<br />

upon graduation. Yen has worked <strong>in</strong> the General<br />

Insurance practice, assist<strong>in</strong>g <strong>in</strong> <strong>in</strong>surance liabilities<br />

valuations for workers compensation for a large<br />

self-<strong>in</strong>surer and <strong>in</strong> audits of several Australian and<br />

S<strong>in</strong>gaporean <strong>in</strong>surers.<br />

Involvement <strong>in</strong> outstand<strong>in</strong>g claims valuations has<br />

allowed Yen to put <strong>in</strong>to practice the knowledge<br />

she ga<strong>in</strong>ed pursu<strong>in</strong>g Honours at the University of<br />

Melbourne. Yen’s role <strong>in</strong> the valuation of liabilities<br />

<strong>in</strong>cludes build<strong>in</strong>g models and analys<strong>in</strong>g the<br />

experience of claims.<br />

While <strong>in</strong>surance liabilities valuation gives Yen<br />

the opportunity to develop technical skills, audit<br />

assistance provides the opportunities to develop<br />

a sense of bus<strong>in</strong>ess acumen.<br />

Audit assistance requires Yen to provide actuarial<br />

expertise to the KPMG’s Audit practice to deliver<br />

<strong>in</strong>dependent assurance on the valuation of liabilities<br />

conducted by other actuaries. This allows her to<br />

understand the dynamics of the <strong>in</strong>dustry and how<br />

social, economic and legal factors impact the claims<br />

of the various l<strong>in</strong>es of bus<strong>in</strong>ess <strong>in</strong>clud<strong>in</strong>g public<br />

and product liability, professional <strong>in</strong>demnity,<br />

CTP and a variety of short tail classes. As audit<br />

assistance <strong>in</strong>volves constant client contact Yen<br />

has been able to develop good communication<br />

and <strong>in</strong>terpersonal skills.<br />

Yen found Honours <strong>in</strong> Actuarial <strong>Studies</strong> an<br />

<strong>in</strong>tellectually stimulat<strong>in</strong>g and immensely reward<strong>in</strong>g<br />

experience. It not only provided her with a number<br />

of exemptions from the Institute of Actuaries of<br />

Australia exams but also the necessary analytical<br />

and diagnostic skills which form the basis of her<br />

role as an analyst with KPMG Actuaries. Honours<br />

presented Yen with the opportunity to undertake<br />

<strong>in</strong>dependent, self motivated research especially<br />

<strong>in</strong> writ<strong>in</strong>g her thesis on pric<strong>in</strong>g Asian options and<br />

helped build a strong foundation for her career.<br />

Jim<br />

Henn<strong>in</strong>gton<br />

Current Employer:<br />

PrismXpat,<br />

Global F<strong>in</strong>ancial<br />

Advisers<br />

Jim Henn<strong>in</strong>gton is<br />

an Australian actuary<br />

who graduated from<br />

the University of<br />

Melbourne <strong>in</strong> 1993 with a Bachelor of Commerce<br />

degree. S<strong>in</strong>ce then he has become a specialist <strong>in</strong><br />

the field of retirement fund<strong>in</strong>g for corporations and<br />

<strong>in</strong>dividuals, especially when people move country.<br />

He has worked <strong>in</strong> the UK for over eight years now<br />

after transferr<strong>in</strong>g to London <strong>in</strong> 1997 when work<strong>in</strong>g<br />

for superannuation consultants, Watson Wyatt.<br />

Before that he worked <strong>in</strong> their Melbourne office,<br />

which he jo<strong>in</strong>ed <strong>in</strong> 1991 whilst at University.<br />

Actuarial studies at the University of Melbourne<br />

was very small <strong>in</strong> 1991, with many subjects be<strong>in</strong>g<br />

done by correspondence with Macquarie University<br />

<strong>in</strong> Sydney. It was tough go<strong>in</strong>g with the 50 or so<br />

starters <strong>in</strong> first year whittl<strong>in</strong>g down to about 10 <strong>in</strong><br />

third year. However this tra<strong>in</strong><strong>in</strong>g gave Jim a kick<br />

start towards his actuarial career and was enough<br />

to attract Watson Wyatt to provide<br />

a scholarship and a job afterwards.<br />

In the UK Jim worked <strong>in</strong> the <strong>in</strong>ternational employee<br />

benefits field, consult<strong>in</strong>g to multi-national<br />

companies with a particular emphasis on retirement<br />

benefits. He also had jobs work<strong>in</strong>g on the UK’s<br />

Pension Mis-sell<strong>in</strong>g review and was <strong>in</strong>volved <strong>in</strong><br />

sett<strong>in</strong>g up a specialist pensions adm<strong>in</strong>istration<br />

office for Hazell Carr plc (the UK’s fastest grow<strong>in</strong>g<br />

unlisted company <strong>in</strong> 2001). Here he was one of<br />

a small group of actuaries responsible for tra<strong>in</strong><strong>in</strong>g<br />

250 plus staff to br<strong>in</strong>g them up to speed with<br />

the <strong>in</strong>tricacies of UK pensions. He has also been<br />

work<strong>in</strong>g closely with solicitors who have complex<br />

issues with retirement assets on divorce or <strong>in</strong><br />

litigation cases.<br />

As well as be<strong>in</strong>g a Fellow of the Institute of<br />

Actuaries of Australia and an Affiliate of the UK<br />

Institute of Actuaries, he has completed the UK’s<br />

F<strong>in</strong>ancial Plann<strong>in</strong>g Certificate and holds the G60<br />

qualification (required to advise on pension matters<br />

that are restricted by the UK’s F<strong>in</strong>ancial Services<br />

Authority). He established PrismXpat <strong>in</strong> 2002 with<br />

Darion Pohl, another graduate of the University of<br />

Melbourne actuarial program, and has never looked<br />

back. He has a keen <strong>in</strong>terest <strong>in</strong> the macroeconomic<br />

and <strong>in</strong>vestment impacts of various government<br />

retirement sav<strong>in</strong>gs systems worldwide.<br />

14 15


staff Profiles<br />

Professor David Dickson<br />

In 1993 David jo<strong>in</strong>ed the Centre for Actuarial <strong>Studies</strong> as a Senior Lecturer, hav<strong>in</strong>g previously<br />

worked at the Government Actuary’s Department <strong>in</strong> London and at Heriot-Watt University,<br />

Ed<strong>in</strong>burgh. He was promoted to Associate Professor <strong>in</strong> 1997 and appo<strong>in</strong>ted to the Chair of<br />

Actuarial <strong>Studies</strong> <strong>in</strong> March 2000. David’s ma<strong>in</strong> research <strong>in</strong>terest is ru<strong>in</strong> theory and he has<br />

published numerous articles on this topic <strong>in</strong> lead<strong>in</strong>g <strong>in</strong>ternational actuarial journals.<br />

He is also author of the books “An Introduction to Actuarial <strong>Studies</strong>” (with M E Atk<strong>in</strong>son)<br />

and “Insurance Risk and Ru<strong>in</strong>”, which was awarded the H M Jackson Memorial Prize of<br />

the Institute of Actuaries of Australia <strong>in</strong> 2006.<br />

David is a Fellow of the Faculty of Actuaries (Scotland) and of the Institute of Actuaries of Australia. He is also Adjunct<br />

Professor <strong>in</strong> the Department of Statistics and Actuarial Science at the University of Waterloo, an Associate Editor of<br />

Insurance: Mathematics & <strong>Economics</strong>, of North American Actuarial Journal and of British Actuarial Journal, and<br />

a member of the Editorial Board of the ASTIN Bullet<strong>in</strong>.<br />

Professor Daniel Dufresne<br />

After do<strong>in</strong>g a first degree <strong>in</strong> mathematics, Daniel worked <strong>in</strong> actuarial consult<strong>in</strong>g and then did<br />

a PhD <strong>in</strong> actuarial science. A Fellow of the Society of Actuaries, Daniel has s<strong>in</strong>ce been teach<strong>in</strong>g<br />

and do<strong>in</strong>g research <strong>in</strong> probability and f<strong>in</strong>ancial mathematics, <strong>in</strong> Canada and Australia.<br />

His research topics have <strong>in</strong>cluded pension fund<strong>in</strong>g and account<strong>in</strong>g, stochastic difference<br />

equations, perpetuities, <strong>in</strong>tegral functionals of Brownian motion, average options, simulation<br />

for option pric<strong>in</strong>g, bank credit l<strong>in</strong>e commitments.<br />

Associate Professor Mark Joshi<br />

Mark obta<strong>in</strong>ed a BA <strong>in</strong> mathematics (top of year) from the University of Oxford <strong>in</strong> 1990,<br />

and a PhD <strong>in</strong> pure mathematics from the Massachusetts Institute of Technology <strong>in</strong> 1994.<br />

He was an assistant lecturer <strong>in</strong> the department of pure mathematics and mathematical<br />

statistics at Cambridge University from 1994 to 1999. Follow<strong>in</strong>g this he worked for the Royal<br />

Bank of Scotland from 1999 to 2005 as a quantitative analyst at a variety of levels, f<strong>in</strong>ish<strong>in</strong>g<br />

as the Head of Quantitative Research for Group Risk Management. He jo<strong>in</strong>ed the Centre for<br />

Actuarial <strong>Studies</strong> <strong>in</strong> November 2005 as an Associate Professor. Mark has written two books<br />

on mathematical f<strong>in</strong>ance, “The concepts and practice of mathematical f<strong>in</strong>ance,” and “C++<br />

design patterns and derivatives pric<strong>in</strong>g.”<br />

His pr<strong>in</strong>cipal research <strong>in</strong>terest is derivatives pric<strong>in</strong>g. This <strong>in</strong>volves comput<strong>in</strong>g the prices of complicated contracts def<strong>in</strong>ed<br />

<strong>in</strong> terms of <strong>in</strong>terest rate movements and the prices of company stocks. A very simple example of such a contract is a stock<br />

option - the right, but not the obligation, to buy a stock on some fixed date <strong>in</strong> the future at a pre-agreed price.<br />

Dr David Pitt<br />

David completed a BEc, major<strong>in</strong>g <strong>in</strong> Actuarial <strong>Studies</strong> and a BSc, major<strong>in</strong>g <strong>in</strong> Statistics at<br />

Macquarie University <strong>in</strong> 1997 with an Actuarial Scholarship from the AMP. After graduation,<br />

David worked with the AMP as an actuarial analyst for two years, specialis<strong>in</strong>g <strong>in</strong> the pric<strong>in</strong>g<br />

and valuation of both personal and commercial l<strong>in</strong>es of general <strong>in</strong>surance bus<strong>in</strong>ess. In addition<br />

to work<strong>in</strong>g at the AMP, David also completed the requirements for Fellowship of the Institute<br />

of Actuaries of Australia. He then returned to academia <strong>in</strong> 2000 and completed his PhD<br />

specialis<strong>in</strong>g <strong>in</strong> the use of modern statistical methods <strong>in</strong> the analysis of <strong>in</strong>come protection<br />

<strong>in</strong>surance.<br />

David’s current research <strong>in</strong>terests <strong>in</strong>clude flowgraph modell<strong>in</strong>g, <strong>in</strong>come protection <strong>in</strong>surance and reverse mortgages.<br />

He has published <strong>in</strong> the Australian Actuarial Journal, Agenda, Teach<strong>in</strong>g Statistics and the Annals of Actuarial Science. He<br />

is also a very enthusiastic teacher hav<strong>in</strong>g been awarded the Vice Chancellor’s Award for Teach<strong>in</strong>g Excellence at the ANU<br />

<strong>in</strong> 2004 and The University of Melbourne Faculty of <strong>Economics</strong> and Commerce, Outstand<strong>in</strong>g Lecturer Award, April 2006.<br />

Dr Shuanm<strong>in</strong>g Li<br />

Shuanm<strong>in</strong>g obta<strong>in</strong>ed a BSc <strong>in</strong> Applied Mathematics from Tianj<strong>in</strong> University <strong>in</strong> 1992,<br />

and MEc from Renm<strong>in</strong> University of Ch<strong>in</strong>a <strong>in</strong> 1995. After graduation, he worked as a lecturer<br />

<strong>in</strong> Renm<strong>in</strong> University from 1995-1999. Shuanm<strong>in</strong>g jo<strong>in</strong>ed the Centre for Actuarial <strong>Studies</strong> as<br />

a senior lecturer <strong>in</strong> December 2004, after f<strong>in</strong>ish<strong>in</strong>g his PhD <strong>in</strong> Actuarial Science from Concordia<br />

University (1999-2004). He is also work<strong>in</strong>g to complete the requirements for an Associate<br />

Member of the Society of Actuaries.<br />

Shuanm<strong>in</strong>g’s research <strong>in</strong>terests cover Risk and Ru<strong>in</strong> Theory, Stochastic Modell<strong>in</strong>g <strong>in</strong> Insurance<br />

and F<strong>in</strong>ance, and Applied Probability. S<strong>in</strong>ce he f<strong>in</strong>ished his PhD, he has published more than<br />

ten papers <strong>in</strong> the lead<strong>in</strong>g <strong>in</strong>ternational actuarial and applied probability journals, such as Scand<strong>in</strong>avian Actuarial Journal,<br />

ASTIN Bullet<strong>in</strong>, Insurance: Mathematics and <strong>Economics</strong>, North American Actuarial Journal, and Advances <strong>in</strong> Applied<br />

Probability. He is currently <strong>in</strong>volved <strong>in</strong> teach<strong>in</strong>g the Honours subject (Risk Theory I) and the third year subject (Models<br />

for Insurance and F<strong>in</strong>ance).<br />

Dr Xueyuan Wu<br />

Xueyuan obta<strong>in</strong>ed a BSc (Probability and Mathematical Statistics, 1997) and an MSc<br />

(Probability and Statistics, 2000) from Nankai University, Ch<strong>in</strong>a. He f<strong>in</strong>ished his PhD <strong>in</strong> Actuarial<br />

Science from the University of Hong Kong <strong>in</strong> 2004. In early 2006, he jo<strong>in</strong>ed the Centre for<br />

Actuarial <strong>Studies</strong> as a Lecturer, and he will teach and co-ord<strong>in</strong>ate the 3rd year actuarial subject<br />

Cont<strong>in</strong>gencies and the 2nd year subject F<strong>in</strong>ancial Mathematics I.<br />

His research <strong>in</strong>terests ma<strong>in</strong>ly focus on correlated risk models, ru<strong>in</strong> theory and recursive<br />

calculations for ru<strong>in</strong> probabilities. So far he has published several research papers <strong>in</strong> one of<br />

the top <strong>in</strong>ternational actuarial journals.<br />

16 17


What they are say<strong>in</strong>g<br />

A recent article by Cather<strong>in</strong>e Baldw<strong>in</strong>, former<br />

CEO of the Institute of Actuaries of Australia:<br />

Actuaries may always have been associated with<br />

<strong>in</strong>surance, but, argues Cather<strong>in</strong>e Baldw<strong>in</strong>, their<br />

skills are <strong>in</strong> demand elsewhere as the regulation<br />

revolution cont<strong>in</strong>ues.<br />

It is commonly observed that “what gets measured<br />

gets managed”. But historically many organisations<br />

assessed risk on a subjective or qualitative basis<br />

rather than by us<strong>in</strong>g quantitative discipl<strong>in</strong>es.<br />

Today, risk management has become core to good<br />

corporate governance. The understand<strong>in</strong>g and<br />

management of risk us<strong>in</strong>g both quantitative and<br />

qualitative measures is <strong>in</strong>creas<strong>in</strong>gly recognised as<br />

a means of achiev<strong>in</strong>g strong performance aga<strong>in</strong>st<br />

f<strong>in</strong>ancial, social and environmental bus<strong>in</strong>ess<br />

objectives.<br />

The actuarial profession has its orig<strong>in</strong>s <strong>in</strong> risk<br />

quantification. The traditional role of actuaries<br />

<strong>in</strong>volves quantify<strong>in</strong>g risk to set adequate <strong>in</strong>surance<br />

premiums. This role has developed over the years<br />

<strong>in</strong>to provid<strong>in</strong>g high quality analysis for management<br />

and boards of vary<strong>in</strong>g f<strong>in</strong>ancial services<br />

organisations - and also for regulators.<br />

More recently, actuaries have become <strong>in</strong>volved <strong>in</strong><br />

other activities where the demand for better<br />

f<strong>in</strong>ancial risk management has been <strong>in</strong>creas<strong>in</strong>g,<br />

<strong>in</strong>clud<strong>in</strong>g bank<strong>in</strong>g, funds management, project<br />

f<strong>in</strong>ance and <strong>in</strong> the utilities and the resources<br />

<strong>in</strong>dustries. Actuaries are relied upon through their<br />

professional education and affiliation to ensure their<br />

advice is unbiased and candid.<br />

US Jobs Almanac said:<br />

The job of actuary was rated as the most desirable<br />

profession <strong>in</strong> the American economy. The actuary,<br />

a mathematician specializ<strong>in</strong>g <strong>in</strong> the problems of<br />

evaluat<strong>in</strong>g <strong>in</strong>surance risks, enjoys a good salary,<br />

<strong>in</strong>terest<strong>in</strong>g and challeng<strong>in</strong>g job assignments, and<br />

a well-def<strong>in</strong>ed career path.<br />

18 19


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unDergraDuate stuDies <strong>in</strong><br />

economics 2009<br />

the university of melbourne,<br />

Department of economics.<br />

authorised by: the general manager<br />

Published by: Department of economics<br />

Date published: june 2008<br />

copyright: the university of melbourne<br />

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