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Published byElwin Rudolf Knight Modified over 9 years ago
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Adaptive Web-Based Leveling Courses Shunichi Toida, Chris Wild, M. Zubair Li Li, Chunxiang Xu Computer Science Department Old Dominion University
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Outline Motivation and background Objectives System Overview functional requirements implementation Status Course structure Jtree Artificial intelligence in discrete math Student/peer awareness Future Work Conclusions
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Needs Non-traditional Student Second Career Transfer Second Major Non-traditional Delivery At Work/Home - Anywhere Evenings?weekends – Anytime Less expensive
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Technology Inexpensive/Ubiquitous Multi-media PCs Improving Communications (internet) Effective Utilization will require Learning models Methods of organization and delivery Motivational mechanisms
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Background ODU CS Dept TechEd initiative BS degree for AA graduates Target non-traditional students Web-centric delivery of course material
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Background ODU CS Dept TechEd initiative BS degree for AA graduates Target non-traditional students Web-centric delivery of course material Problem: Diverse backgrounds of entering students
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Background ODU CS Dept TechEd initiative BS degree for AA graduates Target non-traditional students Web-centric delivery of course material Problem: Diverse backgrounds of entering students Solution: Leveling courses in discrete math and programming
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Objectives To develop courses that are adaptive web based leveling supported by AI technologies managed
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System Overview
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Use Case Summary
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Functional Requirements Students Navigate the course based on his profile and progress Get status on his/her progress and his relative performance Immediate feedback where possible Instructor Specify courses structure Classify course contents Monitor students performance Trouble Alerts
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Architectural Features Course description including pre- requisite structure (Oracle) IEEE Learning Objects Metadata Standard Student profile and progress (Oracle) Browsing support for course structure using applet Content access based on student progress
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Status
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Query-based content selection
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Student/Peer Awareness Problem: motivating in a self-paced course Show progress relative to peers Show current class averages in assessment material
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Artificial Intelligence in Discrete Math Theorem prover and symbolic computation are used for exercises on: English to logic translation Checking inferences Checking induction proofs
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Proving Equivalences of Natural Language to Logic Translate the following sentence into predicate calculus using “likes(x,y)” predicate “Nobody likes JOHN” There are multiple correct answers
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Proving Equivalences of Natural Language to Logic Translate the following sentence into predicate calculus using “likes(x,y)” predicate “Nobody likes JOHN”
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Handling Multiple Solutions Restrict response to unique canonical form Compare student response to “all” correct/obvious answers Prove equivalence of student response to any correct answer
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Handling Multiple Solutions Restrict response to unique canonical form Compare student response to “all” correct/obvious answers Prove equivalence of student response to any correct answer TPS: Theorem Proving System
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Induction Proofs Built on the MAPLE symbolic computation system of MATLAB Example 1+2+… + n = n(n+1)/2
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Example of Jtree/and some content
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On-going and Future Work Continue development of course materials (adaptability, exercises) Integrate pieces Define evaluation metrics (market, effectiveness) Run assessment
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Conclusions Need to serve non-traditional students Need to adapt to diverse backgrounds Need learning environment architectures and technologies Need effective learning strategies which leverage the potential of web connectivity
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End of Presentation
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Student Profile <lesson title="What Is Proposition" href="course=cs381,block=cs381-1- block1.2,lesson=cs381-lesson01">
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Course Navigation Java applet navigation of high level course structure Access controlled by student profile
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Course Development XML Course Mark-up Language Customized for course structure e.g. course, block, lesson (marks) Web-based Development Tools Servlet (Tomcat) Java Server Page (Tomcat) Java
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