Simone Jablonski

Modelling, Argumentation and Problem-Solving in the Context of Outdoor Mathematics (eBook, PDF)

Results of the MAP Study

• Format: PDF

Produktbeschreibung

Mathematics outside the classroom - this work examines the characteristics of outdoor mathematics in more detail. Leaving the classroom to discover mathematics in the environment has several potential benefits for mathematics, e.g. the acquisition of skills and competencies. By means of an empirical study with secondary school students, the competencies of modelling, argumentation and problem-solving are taken into consideration. Therefore, the work outdoors at real objects is compared to the work inside the classroom. Similarities and differences are reported from three different perspectives: an observation perspective, the students' perceptions perspective and a digital enrichment perspective. The results contribute to the question of what characterizes the work outdoors at real objects.

About the Author Simone Jablonski is an assistant professor for mathematics education at Paderborn University. Before, she worked as a postdoc researcher at Goethe University Frankfurt where this study was conducted. Her research focuses on mathematical modelling and reasoning, including in the context of outdoor mathematics, but also mathematical giftedness and the use of digital tools in mathematics education.

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Produktdetails

• Verlag: Springer Fachmedien Wiesbaden
• Seitenzahl: 218
• Erscheinungstermin: 24. März 2025
• Englisch
• ISBN-13: 9783658477516
• Artikelnr.: 73715383

Autorenporträt

Simone Jablonski is an assistant professor for mathematics education at Paderborn University. Before, she worked as a postdoc researcher at Goethe University Frankfurt where this study was conducted. Her research focuses on mathematical modelling and reasoning, including in the context of outdoor mathematics, but also mathematical giftedness and the use of digital tools in mathematics education.

Inhaltsangabe

Introduction to MAP.- Theoretical background of outdoor mathematics.- State of the art and research goals.- Method.- Observation perspective.- Students perceptions perspective.- Digital Enrichment Perspective.- Preliminary work and extensions.- Discussion.