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OR/IT Doctoral Courses
796, 797 Directed Reading and Research (1-3:0:0). Reading and research on a specific
topic in information technology under the direction of a faculty
member. May be repeated as needed.
819 Computational Models for Probabilistic
Inference (3:3:0). Graphical models for encoding conditional independence
assumptions in a multivariate discrete probability distribution.
Includes computational methods for updating probabilities when
evidence is observed on some variables in the model. Algorithms
for finding the most probable instantiation of the network.
Applications in expert systems and decision analysis.
842 Models of Probabilistic Reasoning (3:3:0).
Survey of
alternative views about how incomplete, inconclusive, and possibly
unreliable evidence might be evaluated and combined. Among the
views discussed are the Bayesian, Baconian, Shafer-Dempster, and
Fuzzy systems for probabilistic reasoning.
879 Topics in Stochastic System Simulation
(3:3:0). Special topics and recent developments in
the Monte Carlo simulation methodology for discrete-event
stochastic systems. Contents vary and possible topics include
statistical analysis of simulation output data, random number and
random ariate generation, variance reduction techniques,
sensitivity analysis and optimization of simulation models,
distributed and parallel simulation, object-oriented simulation,
and specialized applications. May be repeated for credit when
topics are distinctly different.
880 Queuing Modeling of Computer-Communication
Networks (3:3:0). Study of analytical modeling of computer
and communication networks and performance evaluations. Topics
include Markovian systems, open networks, closed networks,
approximations, decomposition, simulation, sensitivity analysis,
and optimal operation of systems. Local area networks,
manufacturing systems, and other applications are presented.
882 Advanced Topics in Combinatorial
Optimizations (3:3:0). Study of
problems using the most recent developments. Topics include
cutting plane procedures based on polyhedral combinatorics,
column-generation procedures for large complex problems, heuristic
approaches (genetic algorithms, simulated annealing, tabu search),
the study of special structures, reformulation techniques and
bounding approaches. Topics stress the most recent developments in
the field. May be repeated for credit when topics are distinctly
different.
884 Advanced Topics in Nonlinear Programming
(3:3:0). Study of theory and algorithms for solving nonlinear optimization problems. Contents vary, and possible topics include large-scale and parallel-unconstrained optimization, theoretical issues in constrained optimization, duality theory, Lagrangian and sequential quadratic programming methods. May be repeated for credit when topics are distinctly different. |
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