Description: |
**Co-Principal Investigators:** Kenneth R. Koedinger, William W. Cohen, (Carnegie Mellon University); Gabriel Stylianides: (University of Pittsburgh)
**Purpose:** The purpose of this project is to develop an intelligent tutoring system designed to help students master algebra concepts related to solving linear equations. In this intelligent tutoring system, students teach a computer learner, *SimStudent*, how to solve linear equations. The students select linear equations for *SimStudent* to solve and monitor *SimStudent's* performance, providing hints and feedback. The goal of the tutoring is for students to improve their understanding of algebraic concepts, remediate their own misconceptions, and strengthen their problem-solving ability and procedural knowledge of solving linear equations.
**Project Activities:** Over three years, the research team will develop and evaluate three versions of *SimStudent* in order to determine the degree to which each version of the system supports student learning in algebra. In Year 1, the system will be designed so that participating students will tutor *SimStudent* so that it can pass end-of-level quizzes. In Year 2, the research team will develop a game-show environment in which several *SimStudents*, each tutored by different student tutors, will compete against each other. In Year 3, the research team will modify the system so that students are asked to diagnose *SimStudent's*misconceptions and then plan remedial problems that will enable *SimStudent* to learn from the experience and develop the desired math skill. In addition, the team will develop a meta-tutor that will provide scaffolding to students on their selected problems and gives suggestions for more strategically selected problems. In each year of the project, student performance using *SimStudent* will be compared to students who learn algebra using different computer software supports.
**Products:** Products of this development project include a fully developed, web-based intelligent tutoring system, *SimStudent*, designed to support student mastery of linear equations. Additionally, a meta-tutor will be developed that monitors students' suggestions for *SimStudent* and provides scaffolded feedback to the students. Published reports of the research findings will also be produced.
Structured Abstract
**Setting:** The study will be conducted in intact classrooms that participate in the LearnLab project through the Pittsburgh Science of Learning Center.
**Population:** Participating students will be enrolled in the second half of 8th or 9th grade Algebra I. They will only participate after they have learned basic concepts and skills of linear equation solving.
**Intervention:** The intervention will be an intelligent tutoring system, modeled after the *Algebra Cognitive Tutor*, where students with some algebra knowledge tutor the *SimStudent* by providing feedback and hints, and monitoring its performance. The expected duration of interacting with the *SimStudent* is three weeks, as part of Algebra I class work. Three different versions of *SimStudent* will be developed.
**Research Design and Methods:** All studies will employ a between-subjects experimental design. Participants will be randomly assigned to a condition, with the treatment condition participants receiving the intervention and the control condition participants exposed to a different system or performing other algebra activities. In Year 1, the treatment participants will be exposed to *SimStudent* (testing the learning by teaching hypothesis), with the goal of tutoring *SimStudent* so that it can pass the end-of-level quizzes. In Year 2, treatment and control students will both be exposed to the *SimStudent*, but the goals of their activities will differ. The treatment condition students will be preparing *SimStudent* for the game-show competition (testing the social motivation of learning hypothesis) and the control students will tutor *SimStudent* so that it can pass the end-of-level quizzes. In Year 3, treatment and control students will again both be exposed to the *SimStudent*. However, the actions of students in the treatment condition will be monitored by a meta-tutor that will provide feedback to the students regarding their choice of problem-selection and hints to *SimStudent*.
**Control Condition:** Students in the control condition will use a different intelligent tutoring system, the *Carnegie Learning Algebra I Tutor*, for the first study in Year 1. Students in the control condition in Year 2 will be exposed to *SimStudent* but they will not have the component of the game-show competition. Students in the control condition in Year 3 will not be exposed to the meta-tutor.
**Key Measures:** Performance measures will be collected both pre- and post-exposure to the intervention and will assess problem solving ability and conceptual knowledge. This will include measures to assess the students' ability to judge the correctness of steps taken to solve algebraic equations and to perform the next step in a series of steps. Additionally, measures of students' reasoning skills will be collected. Finally, post-exposure measures will assess both near and far transfer, using researcher developed measures to assess near transfer, and standardized measures of algebra to assess far transfer.
**Data Analytic Strategy:** Using analysis of variance techniques, between-subjects comparisons will be conducted between students in the treatment and control conditions. Additionally, within-subjects comparisons for all students will test for learning gains by comparing performance at pre- and post-exposure to the intervention, and performance at near and far transfer.
**Publications from this project:**
Matsuda, N., Yarzebinski, E., Keiser, V., Raizada, R., Stylianides, G., Cohen, W.W., et al. (2012). Motivational Factors For Learning By Teaching: The Effect Of A Competitive Game Show In A Virtual Peer-Learning Environment. In S. Cerri and W. Clancey (Eds.), *Proceedings of International Conference on Intelligent Tutoring Systems* (pp. 101–111). Heidelberg, Berlin: Springer-Verlag.
Matsuda, N., Keiser, V., Raizada, R., Yarzebinski, E., Watson, S., Stylianides, G.J., et al. (2012). Studying The Effect Of Tutor Learning Using A Teachable Agent That Asks The Student Tutor For Explanations. In M. Sugimoto, V. Aleven, Y. S. Chee and B. F. Manjon (Eds.), *Proceedings of the International Conference on Digital Game and Intelligent Toy Enhanced Learning (DIGITEL 2012)* (pp. 25–32). Los Alamitos, CA: IEEE Computer Society.
Matsuda, N., Keiser, V., Raizada, R., Tu, A., Stylianides, G., Cohen, W.W., et al. (2010). Learning By Teaching Simstudent: Technical Accomplishments and An Initial Use With Students. In V. Aleven, J. Kay and J. Mostow (Eds.), *Proceedings of the International Conference on Intelligent Tutoring Systems* (pp. 317–326). Heidelberg, Berlin: Springer.
Matsuda, N., Cohen, W.W., Koedinger, K.R., and Stylianides, G. (2010). Learning To Solve Algebraic Equations By Teaching A Computer Agent. In M.F. Pinto and T.F. Kawasaki (Eds.), *Proceedings of the Conference of the International Group for the Psychology of Mathematics Education* (Vol. 2, pp. 69). |