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Beliefs about Teaching Geometric Transformations with Geometers’ Sketchpad: A Reflexive AbstractionDOI: 10.3126/jer.v3i2.8396, PP. 15-38 Keywords: teaching beliefs,self-interview,radical constructivist grounded theory,invention of local theory Abstract: A teacher’s belief plays a significant role in the quality of teaching mathematics. In a fictive way, I changed my role from a researcher to a research participant in an imaginative interview. My interior other (David) interviewed me as a researcher. A single interview session was held lasting for about three hours. The interview text was used for the analysis and interpretation using the grounded theory method. I invented a substantive theory of my beliefs about teaching geometric transformations with Geometer’s Sketchpad. The theory is “reflexive abstraction of my beliefs about teaching Geometric Transformations with Geometer’s Sketchpad” as a personal theory characterized by some basic categories of - beliefs about the advancement of pedagogy, beliefs about pedagogical environment, beliefs about the role of students’ and teacher, beliefs about self as a future teacher, beliefs about teaching learning activities, and beliefs about transitions in teaching learning. I reconstructed a synthesis of the characteristics of these beliefs. While constructing these layers of interpretive accounts, I used radical constructivist grounded theory as a theoretical base.
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