An introduction to the basic concepts and techniques of artificial intelligence (AI), knowledge representation, reasoning and problem solving, AI search techniques, and moral and ethical considerations related to the use of AI-based systems. AI solutions will be developed in an appropriate AI language.
This course studies four main objectives of artificial intelligence (AI):
Students will:
This course consists of lectures, group discussions, and hands-on programming exercises. Programming assignments will be carried out in the Prolog and Python programming languages. Some instruction in the use of these languages will be provided during lecture; however, I expect that you will consult additional resources to supplement your knowledge.
See the GFU CS/IS/Cyber policies for collaboration and discussion of collaboration and academic integrity. Most students would be surprised at how easy it is to detect collaboration in programming—please do not test us! Remember: you always have willing and legal collaborators in the faculty.
Almost all of life is filled with collaboration (i.e., people working together). Yet in our academic system, we artificially limit collaboration. These limits are designed to force you to learn fundamental principles and build specific skills. It is very artificial but intensional for your own benefit. The only way for you to learn is by doing the work.
To be clear, do not:
I may require an oral defense for any assignment at my discretion. This is a brief meeting where you explain and defend your submitted work. This process mirrors the business world, where professionals routinely present and defend their analyses to supervisors and clients, and ensures your work represents authentic learning. If required, you must schedule and complete your defense within 72 hours of notification to receive a non-failing grade; without the defense, you will receive a zero on the assignment. If the work product is a group submission, all team members must be present at the meeting. Routine scheduling conflicts (work, other classes, social commitments) do not qualify for extensions. Be prepared to summarize your arguments, explain your methodology, defend your conclusions with evidence, and answer questions about your work and your problem solving process. You should be ready to articulate and defend the rationale behind your work.
Besides EYS, I am always available to discuss the Christian faith if you have any questions or doubts. Send me an email, come by my office hours, or talk to my after class, Christ is the reason I am at GFU, I always have time to talk about faith.
The final course grade will be based on:
Week 1 · Introduction, History, Environment, & AgentsCh. 1 & 2 |
Week 2 · Problem Solving as SearchCh. 2 |
Week 3 · Heuristic SearchCh. 3 |
Week 4 · Local SearchCh. 4 |
2/12 · Mid-semester break—no classes- |
Week 5 · Complex EnvironmentsCh. 4 |
Week 6 · Adversarial SearchCh. 5 |
Week 7 · Constraint SatisfactionCh. 6 |
Week 8 · Probability & StatisticsCh. 12 |
Week 9 · Intro. to MLCh. 19 |
Week 10 · Linear ModelsCh. 19.6 |
Week 11 · Spring Break – no class |
Week 12 · Non-linear ModelsCh. 19.7-8 |
Week 13 · Neural Networks & NLPCh. 21 |
Week 14 · Large Language ModelsCh. 23 |
Week 15 · Philosophy & EthicsCh. 27 |
This page was last modified on 2026-01-21 at 23:27:03.
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