Sumaya M Al-Bedaiwi, salbedaiwi@utexas.edu, Office hours: Mon 12:30 PM - 1:30 PM, Wed 3:30 PM - 4:30 PM in the GDC Basement.

Classes will be offered both in-person and on Zoom (your choice of which to attend). Given the Covid situation, we will adapt as needed. COVID-19 Information is the UT page for Covid information and ...

where context-name is the name of the context (usually the name of the kind of object being identified or diagnosed, e.g., rock or patient), parameters is a list of parameter descriptions, ...

This page requires support for tables in your web browser. You can return to the non-tabular page. The following commands can be entered in keyword form at the ...

Our students and faculty are changing the world through their contributions to computing education, research, and industry. These awards received by members of the UT Computer Science community make ...

This is an advanced cryptography course that will cover recent advancements in cryptography. The main theme of this course is lattice-based cryptography, and specifically, on using lattices to ...

When emailing me, please put CS395 in the subject line. Topics: This is a graduate seminar course in computer vision. We will survey and discuss current vision papers relating to object recognition, ...

My main research interest is in computational theories of the brain with emphasis on human vision and motor control. In 1985 Chris Brown and I led a team that designed and built a high speed binocular ...

Design and Optimization of an Omnidirectional Humanoid Walk:A Winning Approach at the RoboCup 2011 3D Simulation Competition. Patrick MacAlpine, Samuel Barrett, Daniel Urieli, Victor Vu, and Peter ...

Computer ethics as a field of study was founded by MIT professor Norbert Wiener during World War Two (early 1940s) while helping to develop an antiaircraft cannon capable of shooting down fast ...

We tackle real-world long-horizon robot manipulation tasks through skill discovery. We present a bottom-up approach to learning a library of reusable skills from unsegmented demonstrations and use ...

Show that the following algorithm is a correct solution to the critical section problem for two processes (satisfies the 3 conditions). The solution for process P i (i = 0 or 1) with P j (j = 1 or 0) ...