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Advancing Statistical Inference

A Comprehensive Exploration of Curriculum Development, Teacher Seminars, and Teacher Perceptions in Hungarian Secondary Schools

Bibliographic Data

ID21729618
AuthorsPéter Fejes-Tóth (0009-0002-8465-8266, Corvinus University of Budapest, corresponding author), Manfred Borovcnik (0000-0001-9044-5326, University of Klagenfurt), Ödön Vancsó (0000-0002-2831-6328, Eötvös Loránd University)
Year2026
Volume26
Issue3
Publication date2026-09-01
Open AccessYes
TypeARTICLE
VenueCanadian Journal of Science Mathematics and Technology Education (JOURNAL)
Journal identifiersISSN: 1492-6156 • E-ISSN: 1942-4051
PublisherSpringer Science and Business Media LLC (PUBLISHER)
DOI10.1007/s42330-026-00477-2
OpenAlexW7161495867
LanguageEN
References cited63

Our research project aims to integrate inferential statistics into the Hungarian secondary school curriculum. Between 2019 and 2023, we developed and tested an experimental curriculum incorporating simulations and Excel-based calculations. This approach addresses broader challenges in understanding statistical inference and presents our strategies for designing an experimental seminar for in-service teachers. The underlying principles of the curriculum are inspired by Complex Mathematics Education, a long-term initiative rooted in the ideas of Tamás Varga. Using a pre-post-test design and semi-structured teacher interviews, we evaluated the curriculum’s feasibility. Feedback indicates that our revised approach and materials align well with the current Hungarian curriculum reform. Findings across the project’s phases suggest that, with adequate technical support and sufficient practice tasks, even complex statistical concepts can be successfully taught to beginners. This approach supports diverse learner profiles and accommodates varying levels of prior knowledge and ability across schools. The article presents key insights from our teacher-training efforts over three phases, involving a total of 32 educators

Curriculum · Inference · National curriculum · Perception · Science education · Statistical analysis · Statistical inference · Data Analysis with R · Mathematics Education and Teaching Techniques · Statistics Education and Methodologies

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