As part of your presentation, you should discuss how your representation could handle the questions in 10.23 from Russell and Norvig, and what would be major or minor. Notes: Please don't look at 10.23 until your representation is complete, and you do not need to change your representation to deal with these.
The presentation will be followed by time for questions and discussion from the class, with all group members participating.
To make sure your presentation is effective, be sure to practice your presentation in advance and have a member of the group monitor time of the in-class presentation.
The critiquing group will then briefly present a 5-minute critique, the initial group will be allowed to respond, and the issues will be discussed.
Groups are free to revise their representations based on the critiques. If they do so, their presentations should credit the critiquing group's suggestions and point out the "before and after" changes. The critiquing group can then give their assessment of the changes.
All groups should be ready to present on Feb 4, but one or two groups may be pushed to the following class, depending on the amount of discussion on the first day.
The assignment grades will be based on each group's report, presentation, and critique.
Please let me know if you have any questions!
If you'd like to explore this, feel free to work together with others in the class with relevant expertise to help (whether or not in your group) or to consult with outside students. Also, there are many prolog tutorials on the Web, e.g., Prolog in Examples.
If you do this, feel free to include some output in your writeup and class presentation.