Courses

A continuation of ARS 351 with emphasis on each student's developing and refining an individual approach to creative work. For students with a Primary Concentration in Printmaking, this course is preparation for Thesis.

Individual research in printmaking. Students focus on conceptual and technical development through continued research in relief, intaglio, or screen-printing. Course may be repeated for a maximum of 9 credit hours.

Advanced methods of printmaking techniques with emphasis on intaglio and relief processes and introduction to color.

A continuation of advanced methods of printmaking techniques with emphasis on intaglio and relief processes and introduction to color.

Advanced problems in printmaking utilizing traditional and experimental techniques. The emphasis will be on developing the student's individual approach.

Foundation of probability, conditional probabilities, and independence, Bayes theorem, discrete and continuous distributions, joint distributions, conditional and marginal distributions, convolution, moments and moment generation function, multivariable normal distribution and sums of normal random variables, Markov chains.

Probability space, random variables, expected value, variance, joint distribution of a sequence of random variables, weak and strong Law of Large Numbers, Fourier transform of a distribution, Central Limit Theorem, elements of Martingale Theory.

Measure and integration, probability spaces, convergence concepts, law of large numbers, random series, characteristic functions, central limit theorem, random walks, conditioning, Markov properties, conditional expectations, and elements of martingale theory.

Offered upon demand. Advanced selected topics of interest in areas such as discrete mathematics, numerical analysis, differential equations, and stochastic processes.

Independent study.