CS839 Topics in Computing : Physics-Based Modeling and Simulation
Spring Semester 2022
Course outline
This course is a review of current trends and technologies for physics based modeling and simulation, with applications to visual effects, interactive virtual environments and computer games. Topics to be covered in class include:
In discussing these topics, particular emphasis will be placed on the efficiency, robustness and stability of numerical algorithms used in simulation tasks, and on the software engineering practices that facilitate scalability and parallelization. Lectures will straddle the following three threads of emphasis: Theory discussion will cover the mathematical foundations of modeling and simulation techniques. Implementation aspects will include software engineering and parallel programming considerations. The discussion of Tools will address third-party APIs and data structures that facilitate development of simulation and visualization codes.
General information
Lecture meeting time : Tue/Thu 2:30pm -
3:45pm
Lecture location : Computer Sciences 1257
Instructor : Eftychios Sifakis
Office : Computer Sciences building, Room 6387
Email : sifakis <at> cs <dot> wisc <dot> edu -- Piazza messages are the preferred method of communication with the instructor
Office hours : Thursdays 1:30pm - 2:15pm (recurring; virtually via Google Meet) or
Tuesdays 4:00pm-4:45pm (by appointment only; virtually or in person at
CS6387)
See this
Piazza post for information of how to connect to the virtual office hours
Prerequisites : No formal requirements. Nevertheless, a number of numerical techniques will be employed in the context of various topics; the theoretical details of these methods will be summarily covered in class. A certain degree of familiarity with calculus will be desired, although not essential. Competency in linear algebra is desired.
Class Piazza:
Use this signup link to enroll
in Piazza for this class, and this
link to the discussion homepage. The Piazza page will be our main channel
for communication and announcements.
Course canvas page:
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Lecture notes and assignments will be posted here