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Part 1: Classical Paradigms Generalization in Educational Research Beyond the Qualitative/ Quantitative Divide.

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Presentation on theme: "Part 1: Classical Paradigms Generalization in Educational Research Beyond the Qualitative/ Quantitative Divide."— Presentation transcript:

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2 Part 1: Classical Paradigms Generalization in Educational Research Beyond the Qualitative/ Quantitative Divide

3 Generalizing in Educational Research Analytic generalization Probabilistic generalization Essentialistic generalization

4 Criteria for Generalizing Limitations in analytic and probabilistic G.analyticprobabilistic Not identifying the essential in essentialistic G.essentialistic Population heterogeneityheterogeneity Users as criterion Expanding methods (Bayesian) – p(H 0 |data) vs. p(data|H 0 )

5 Part 2: “What More?” Researching Living/Lived Mathematical Work

6 solut ion solut ion

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9    

10 Husserl, E. (1939). Die Frage nach dem Ursprung der Geometrie als intentional-historisches Problem. Revue internationale de philosophie 1, 203–225.

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12 “The temporally placed label of an angle or its apparently disengaged placement in a finished figure exhibits this seen relationship as a proof-specific relevance” (p. 96) Livingston, E. (1987). Making sense of ethnomethodology. London: Routledge & Kegan Paul.

13 Husserl, E. (1939). Die Frage nach dem Ursprung der Geometrie als intentional-historisches Problem. Revue internationale de philosophie 1, 203–225.

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17 Analytic generalization

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19 Essentialistic generalization


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