Courses

02/01/07

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  • Spring 2007:
    • Real-Time and Embedded Systems
      • Professor Amy Larson
      • Book: Real-Time Systems by Jane Liu.
      • Topics: Introduction to real-time systems, scheduling techniques, programming techniques, resource management, synchronization, communication, and determinism. Lab work on embedded RTS.
    • Computational Vision and Robotics
      • Professor Nikolaos Papanikolopoulos
      • Book: Selected papers.
      • Topics covered: active vision, mapping, localization, motion analysis, distributed sensing/estimation, distributed robotics, mobile robots, sensing for humanoids, stereo, surface and solid representation, shape recovery, edge detection, image segmentation, texture analysis, vision-based navigation, applications, and medical imaging.
   
  • Fall 2006:
    • Advanced Topics in Estimation and Filtering
      • Professor Tryphon T. Georgiou
      • Book: Optimal State Estimation: Kalman, H_infinity, and Nonlinear Approaches by D. Simon.
      • Topics: least-squares estimation & “linear-quadratic” estimation, Gauss-Markov model, linear filtering, discrete-time Kalman filter, computational aspects: square-root filters, and fast algorithms; Levinson, Wiener, continuous-time Kalman-Bucy filter, optimal smoothing; H filtering; nonlinear filtering; extensions of Kalman filter, particle filters, and Monte Carlo methods.
    • Data Communications and Computer Networks
      • Professor Zhi-Li Zhang
      • Book: Computer Networks: A Systems Approach, by Larry L. Peterson and Bruce S. Davie, Morgan Kaufman.
      • Introduction to computer networks, layered network architectures, applications, network programming interfaces, transport, data link and media access protocols, local area networks and network routing.

     

  • I was the TA of Computational Aspects of Matrix Theory this semester.
 
  • Spring 2006:
    • Convex Optimization
      • Professor Tom Lou
      • Book: Convex Optimization by Stephen Boyd and Lieven Vandenberghe
      • Topics covered: Convex sets and functions, Convex optimization problems, KKT condition and duality, Unconstrained minimization, Interior-point methods, Derivative free optimization methods, Introduction to computational complexity theory, Relaxations and approximation algorithms, Applications (signal processing, communication, statistics, ...)

       

  • I was the TA of Numerical Computing this semester.
 
  • Fall 2005:
    • Introduction to Intelligent Robotic Systems
      • Professor Stergios Roumeliotis
      • Book: Introduction to Robotics: Mechanics and Control by John Craig
      • Topics covered: Transformations, kinematics/inverse kinematics, dynamics, control. Sensing (robot vision, force control, tactile sensing), applications of sensor-based robot control, robot programming, mobile robotics, and microrobotics.
    • Computational Aspects of Matrix Theory
      • Professor Yousef Saad
      • Books:
        • Matrix Computations by Gene Golub and Charles Van Loan
        • Applied Numerical Linear Algebra by James Demmel
      • Topics covered: Perturbation theory for linear systems and eigenvalue problems. Direct and iterative solution of large linear systems. Decomposition methods. Computation of eigenvalues and eigenvectors. Singular value decomposition. LAPACK and other software packages. Methods for sparse and large structured matrices.
    • Probability and Stochastic Processes
      • Professor Jae Moon
      • Book: Probability and Random Processes with Applications to Signal Processing (3rd Edition) by John Woods and Henry Stark
      • Topics covered: Introduction to basic concepts of probability theory, statistical techniques, and development of probability models, Random variables, multiple random variables, the central limit theory and long term averages, random sequences, convergence of random sequences, law of large numbers, random processes, mean square calculus, stochastic integral and differential equations, ergodicity, Karhunen-Loeve expansions, estimation and decision theory, Wiener filter and Kalman filter, Markov chains and introduction to Queuing Theory.
 
  • Spring 2005:
    • Estimation and Detection Theory
      • Professor Georgios Giannakis
      • Books:
        • Statistical Signal Processing: volume I, Estimation Theory by Steven Kay
        • Statistical Signal Processing: volume II, Detection Theory by Steven Kay
    • Computer Vision
      • Professor Paul Schrater
      • Books:
        • Computer Vision, A Modern Approach by David Forsyth and Jean Ponce
        • Multiple View Geometry in Computer Vision by Richard Hartley and Andrew Zisserman
      • Topics covered: Issues in perspective transformations, study of light, color, shadows, shadings and sources. Camera models and calibration. Edge detection, image filtering, image segmentation, and feature tracking. Epipolar geometry, complex problems in shape recovery, stereo vision, active vision, autonomous navigation, shadows, and physics-based vision. Applications.
    • Advanced Topics in Computer Vision
      • Professor Nikolaos Papanikolopoulos
      • Book: Selected papers.
      • Topics covered: The course will discuss issues in active vision, motion analysis, stereo, surface and solid representation, shape recovery, edge detection, image segmentation, texture analysis, vision-based navigation, applications, and medical imaging.

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This site was last updated 02/01/07