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Explore Options; Plan Your MBA Academic Program

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STATISTICS<br />

The major in actuarial science consists of three required courses,<br />

one additional course, and an Advanced Study Project:<br />

a) Three required courses (3 cu):<br />

STAT 851 Fundamentals of Actuarial Science I<br />

STAT 852 Fundamentals of Actuarial Science II<br />

STAT 854 Applied Statistical Methods for Actuaries<br />

STAT 890 Advanced Study Project<br />

b) One of the following courses (1 cu):<br />

BEPP 811 Risk and Crisis Management (.5 cu)<br />

and<br />

BEPP 812 Markets for Pure Risk (.5 cu)<br />

BEPP 822 Employee Benefit <strong>Plan</strong> Design and<br />

Financing<br />

BEPP 823 Business Insurance and Estate <strong>Plan</strong>ning<br />

BEPP 827 Risk Management and Treatment<br />

BEPP 853/ Actuarial Statistics (Recommended)<br />

STAT 853/ (formerly INSR 833)<br />

BEPP 835 Financial Strategies and Analysis: Insurance<br />

An elective course taken to fulfill the actuarial major cannot be<br />

used for the insurance and risk management major.<br />

<strong>MBA</strong> Advisor: Jean Lemaire (telephone: 215.898.7765;<br />

email: lemaire@wharton.upenn.edu)<br />

COURSE DESCRIPTIONS<br />

STAT 430 / 510<br />

Probability<br />

(note: only stat 430 – 401 honors section in the fall semesters<br />

is cross-listed with stat 510 – 401)<br />

Description: Discrete and continuous sample spaces and<br />

probability; random variables, distributions, independence;<br />

expectation and generating functions; Markov chains and<br />

recurrence theory.<br />

Format: Lecture and discussion, homework problems, two<br />

midterms and a final exam.<br />

Prerequisites: Students should be comfortable with basic<br />

calculus.<br />

STAT 433<br />

Stochastic Processes<br />

Description: This course is to be a basic introduction to stochastic<br />

processes. The primary focus will be on Markov chains<br />

both in discrete time and in continuous time. By focusing<br />

attention on Markov chain, we can discuss many interesting<br />

models (from physics to economics). Topics covered include:<br />

stable distributions, birth-death processes, Poisson processes,<br />

time reversibility, random walks, Brownian motion and<br />

Black-Scholes.<br />

Format: Lecture and discussion, homework problems, two<br />

midterms, and a final exam.<br />

Prerequisite: STAT 430 or permission of instructor.<br />

74<br />

STAT 436x<br />

Stochastic Modeling<br />

Description: This course will allow the student to solve stochastic<br />

control problems arising in economics and finance, as<br />

well as in engineering and biology. We will study probability,<br />

Markov processes, martingales, and Ito calculus mainly at an<br />

intuitive, non-rigorous, level. The student will be expected to<br />

put in a lot of effort, but the return will be proportional.<br />

Prerequisites: STAT 430 or equivalent or permission of<br />

instructor.<br />

STAT 472/512<br />

Mathematical Statistics<br />

Description: An introductory course in the mathematical<br />

theory of statistics. Topics include estimation, confidence intervals,<br />

hypothesis testing, decision theory models for discrete<br />

data, and nonparametric statistics.<br />

Format: Assigned and graded exercises, midterm, and final<br />

exam.<br />

Prerequisite: STAT 613, STAT 430 or equivalent.<br />

STAT 474x<br />

Modern Regression for the Social, Behavioral<br />

and Biological Sciences<br />

Description: Function estimation and data exploration using<br />

extensions of regression analysis: smoothers, semiparametric<br />

and nonparametric regression, and supervised machine learning.<br />

Conceptual foundations are addressed as well as hands-on<br />

use for data analysis.<br />

Prerequisites: STAT 102 or STAT 112 or equivalent.<br />

STAT 475 / 920<br />

Sample Survey Methods<br />

Description: This course will cover the design and analysis<br />

of sample surveys. The focus of attention will be on the latter,<br />

specifically, classical analyses of random sampling, stratified<br />

sampling, cluster sampling, large sample results, and other<br />

topics as time permits and students’ interests dictate.<br />

Format: Lecture and discussion, homework assignments,<br />

a final project, and a presentation.<br />

Prerequisites: STAT 613 or equivalent with permission of<br />

instructor.<br />

STAT 476<br />

Applied Probability Models in Marketing<br />

Description: This course will expose students to the theoretical<br />

and empirical “building blocks” that will allow them to<br />

construct, estimate, and interpret powerful models of customer<br />

behavior. Over the years, researchers and practitioners have<br />

used these models for a wide variety of applications, such as<br />

new product sales, forecasting, analyses of media usage, and<br />

targeted marketing programs. Other disciplines have seen<br />

equally broad utilization of these techniques. The course will<br />

be entirely lecture-based with a strong emphasis on real-time<br />

problem solving. Most sessions will feature sophisticated

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