Includes the mathematical and statistical treatment of annuities, life and group insurance, utility theory, risk models and survival distributions....
This course presents the fundamentals of statistics: probability distributions, multivariate distributions, marginal distributions, moment-generating...
This course is a study of the regression model comprised of a response variable and one or more explanatory variables. Specific topics include...
This course is a study of number system; errors and the numerical solution of non-linear equations; and systems of linear equations. Further topics...
Topics covered are: finite automata and regular languages; models of computation and undecidability; Chomsky hierarchy; semantics of programming...
A detailed study of a topic in mathematics under the direction of a faculty member. The material is normally consistent with a 3rd-year MATH course...
A program of private study on an advanced topic in mathematics under the supervision of one or more members of the department. Includes a written...
Topics include: divisibility and primes, arithmetical functions, modular arithmetic, quadratic residues, diophantine approxima172tion, primality...
Topics include: early number systems, arithmetic and geometry, classical Greek mathematics, mathematics in the middle ages, the development of...
Basic concepts from point set topology will be discussed. Topics include: seperation axioms, metric spaces, compactness and connectedness,...
This course provides a thorough introduction to basic concepts in group, ring and field theory. The topics to be included in group theory are: normal...
This course presents selected topics in pure mathematics. PREREQ: permission of the instructor. (lec 3) cr 3
A written report on an approved topic or research in the field of mathematics, together with a short lecture on the report. PREREQ: completion of min....
Topics may include: advanced vector calculus, calculus of variations, asymptotics, matrix methods for systems of linear DEs, an introduction to...
This course presents the mathematical background associated with branching processes, recurrent events, random walks, stochastic processes and markov...
Various types of system models are presented and the role of simulation in the design and analysis of these is examined. Simulation methodology and...
The content may vary from year to year. It involves the study of one or more topics such as: sampling techniques, sequential analysis, quality...
The content may vary from year to year. It involves the study of one or more topics such as: nonparametric methods, robustness of statistical tests,...
This course covers experimental design (one-way and two-way with interactions) as an introduction, aspects of multivariate analysis, the multivariate...