2018
DOI: 10.1007/978-3-319-70287-2_12
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Semiotic Representations: A Study of Dynamic Figural Register

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Cited by 5 publications
(3 citation statements)
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“…Using gures is essential in teaching mathematics because it allows access to represented mathematical objects, infer properties, and solve problems (Salazar 2018). These representations, which include signs, symbols, and representational transformations, facilitate the students comprehension of abstract mathematical objects and their cognitive manipulation, which contributes to signi cative learning, such as found (Caligaris et al 2019) in this work related to learning of Calculus, where suggests the improvement of math skills focusing on natural, graphic, and symbolic registers.…”
Section: Abstract and Related Publicationsmentioning
confidence: 90%
See 1 more Smart Citation
“…Using gures is essential in teaching mathematics because it allows access to represented mathematical objects, infer properties, and solve problems (Salazar 2018). These representations, which include signs, symbols, and representational transformations, facilitate the students comprehension of abstract mathematical objects and their cognitive manipulation, which contributes to signi cative learning, such as found (Caligaris et al 2019) in this work related to learning of Calculus, where suggests the improvement of math skills focusing on natural, graphic, and symbolic registers.…”
Section: Abstract and Related Publicationsmentioning
confidence: 90%
“…Therefore, semiotic representations are considered a means to externalize mental representations for communicative purposes. They play a fundamental role in the development of mental representations, the execution of different cognitive functions, and the production of knowledge (Salazar 2018).…”
Section: Abstract and Related Publicationsmentioning
confidence: 99%
“…Matematik eğitiminin her kademesinde yeri olan geometri öğretimi için, eğitime teknolojinin entegrasyonu sayesinde soyut kavramların somutlaştırılması mümkün kılınmıştır. Nitekim, geometrik kavramları anlamlandırma (Tapan-Broutin, 2010), somut ve soyut çalışma alanları arasındaki geçişler (Salazar, 2018;Wares, 2018), muhakeme ve ispat becerilerini geliştirmek (Pedemonte, 2018) amacıyla pek çok öğretim materyali geliştirilmiştir. Araştırmalar bilgisayar yazılımlarının bu anlamda önemli bir görev üstlenme potansiyelinin bulunduğunu göstermektedir (Assude, 2017;Roanes-Lozano, 2017;Soury-Lavergne, 2017;Trocki ve Hollebrands, 2018).…”
Section: Introductionunclassified