2011
DOI: 10.1080/14926156.2011.548900
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A Model of Mathematical Giftedness: Integrating Natural, Creative, and Mathematical Abilities

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Cited by 29 publications
(19 citation statements)
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“…Gifted students have vital importance in educational settings due their potential to understand and relate the concepts differently (Hannah, James, Montelle, & Nokes, 2011). Although there is not a common definition for the mathematical gifted ones in the available literature (Pantazi, Christou, Kontoyianni, & Kattou, 2011), they are thought to have some common characteristics. Having relational understanding between numbers and symbols, their relations to the real-life applications and preferring to use the mathematical concepts and problems by using different comprehensions and ways in an unusual speed and accuracy are some of these characteristics (Fıçıcı & Siegle, 2008;Sriraman, Haavold, & Kyeonghwa, 2013).…”
Section: Extended Abstractmentioning
confidence: 99%
See 1 more Smart Citation
“…Gifted students have vital importance in educational settings due their potential to understand and relate the concepts differently (Hannah, James, Montelle, & Nokes, 2011). Although there is not a common definition for the mathematical gifted ones in the available literature (Pantazi, Christou, Kontoyianni, & Kattou, 2011), they are thought to have some common characteristics. Having relational understanding between numbers and symbols, their relations to the real-life applications and preferring to use the mathematical concepts and problems by using different comprehensions and ways in an unusual speed and accuracy are some of these characteristics (Fıçıcı & Siegle, 2008;Sriraman, Haavold, & Kyeonghwa, 2013).…”
Section: Extended Abstractmentioning
confidence: 99%
“…Özellikle matematik dersleri, bu öğrencilerin potansiyellerinin ortaya çıkarılabilmesi için çok daha fazla dikkat ve önem gerektirmektedir. Matematikte üstün yetenekli öğrencilerin tanılaması ve teşhisleri için birçok araştırma yapılmış ve yaklaşımlar geliştirilmiş olmasına rağmen (Sousa, 2003), matematikte üstün yeteneklilik ile ilgili ulaşılabilen alan yazında ortak ve net bir tanım bulunmamaktadır (Pantazi, Christou, Kontoyianni, & Kattou, 2011;Singer, Sheffield, Freiman, & Brandl, 2016). Ancak, matematikte üstün yetenekli öğrencilerin bazı önemli ve ortak özellikleri mevcuttur.…”
Section: Introductionunclassified
“…Как попытка ответа на данный вопрос предлагается модель способ ностей Д. Питты-Пантаци и др., которая рассматривается авторами как инновационная. Данная модель представляет интеграцию когнитив ных (флюидного интеллекта, рабо чей памяти, скорости контроля пере работки информации), творческих и математических способностей, веду щих к новой концептуализации понятия математической одаренно сти (Pitta-Pantazi et al, 2011).…”
Section: ж адамарunclassified
“…Проблема соотношения различных видов способностей, которая ставилась в отечественной психологии во второй половине XX в. (Рубинштейн, 1960; Крутецкий, 1968), в настоящий момент особенно актуальна в зарубежных исследованиях (например: Pitta-Pantazi et al, 2011Kattou et al, 2013;Hong, Aqui, 2004).…”
Section: общие и специальные способности в структуре математической оunclassified
“…Как попытка ответа на данный вопрос предлагается модель способностей Д. Питты-Пантаци и др., которая рассматривается авторами как инновационная. Данная модель представляет интеграцию когнитивных (флюидного интеллекта, рабочей памяти, скорости контроля переработки информации), творческих и математических способностей, ведущих к новой концептуализации понятия математической одаренности (Pitta-Pantazi et al, 2011).…”
Section: общие и специальные способности в структуре математической оunclassified