Research on and Activities for Mathematically Gifted Students.

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Superior document:ICME-13 Topical Surveys Series
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TeilnehmendeR:
Place / Publishing House:Cham : : Springer International Publishing AG,, 2016.
Ã2016.
Year of Publication:2016
Edition:1st ed.
Language:English
Series:ICME-13 Topical Surveys Series
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Physical Description:1 online resource (50 pages)
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ctrlnum (MiAaPQ)5006422744
(Au-PeEL)EBL6422744
(OCoLC)1096991933
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spelling Singer, Florence Mihaela.
Research on and Activities for Mathematically Gifted Students.
1st ed.
Cham : Springer International Publishing AG, 2016.
Ã2016.
1 online resource (50 pages)
text txt rdacontent
computer c rdamedia
online resource cr rdacarrier
ICME-13 Topical Surveys Series
Intro -- Main Topics You Can Find in This ICME-13 Topical Survey -- Contents -- 1 Research On and Activities For Mathematically Gifted Students -- 1 Introduction -- 2 Nature of Mathematical Giftedness -- 2.1 What Is Mathematical Giftedness? -- 2.1.1 General Giftedness -- 2.1.2 Mathematical Giftedness -- 2.2 A Discovery or a Creation? -- 2.2.1 Mathematical Giftedness as a Discovery -- 2.2.2 Mathematical Giftedness as a Creation -- 2.3 What Theoretical Frameworks and Methodologies Are Helpful? -- 3 Mathematical Promise in Students of Various Ages -- 3.1 How Are Cognitive, Social, and Affective Aspects Connected? -- 3.1.1 Cognitive Indicators -- 3.1.2 Social and Affective Indicators -- 3.2 What Does Brain Research Say? -- 3.3 What Are the Differences Between Mathematical Novices and Experts? -- 3.4 How Are Mathematical Creativity and Giftedness Connected? -- 4 Research into Practice: Programs and Pedagogy -- 4.1 How Might Teaching Practices Affect Mathematical Promise and Talents? -- 4.1.1 Problem Solving and Problem Posing -- 4.1.2 Discourse and Questioning -- 4.2 How Might Curriculum Contribute to Mathematical Development? -- 4.2.1 Challenging Mathematical Tasks -- 4.2.2 Curriculum and Textbooks -- 4.3 What In-School Programs Might Develop Mathematical Talent? -- 4.3.1 Ability Grouping, Self-contained Classes and Specialized Schools -- 4.3.2 Acceleration and Grade Skipping -- 4.4 What Extra-Curricular Programs Might Enhance Mathematical Promise? -- 4.4.1 Recreational Mathematics -- 4.4.2 Competitions -- 5 Research into Practice: Teacher Education -- 5.1 What Teacher's Traits Are Important? -- 5.2 What Should Be Included in Teacher Education? -- 5.2.1 Teachers of All Students -- 5.2.2 Teachers of Mathematically Gifted and Talented Students -- 5.3 What Are Some Examples of Programs for Supporting Teachers?.
5.3.1 Brief Snapshots into Professional Development Programs -- 5.3.2 Professional Development Related to Mentoring Students' Online Problem Solving -- 5.3.3 Administrative Changes and Cross-Country Studies -- 6 Summary and Looking Ahead -- Acknowledgments -- References -- 2 Erratum to: Research On and Activities For Mathematically Gifted Students -- Erratum to: Chapter "Research On and Activities For Mathematically Gifted Students" in: F.M. Singer et al., Research On and Activities For Mathematically Gifted Students, ICME-13 Topical Surveys, DOI 10.1007/978-3-319-39450-3_1.
Description based on publisher supplied metadata and other sources.
Electronic reproduction. Ann Arbor, Michigan : ProQuest Ebook Central, 2024. Available via World Wide Web. Access may be limited to ProQuest Ebook Central affiliated libraries.
Electronic books.
Sheffield, Linda Jensen.
Freiman, Viktor.
Brandl, Matthias.
Print version: Singer, Florence Mihaela Research on and Activities for Mathematically Gifted Students Cham : Springer International Publishing AG,c2016 9783319394497
ProQuest (Firm)
https://ebookcentral.proquest.com/lib/oeawat/detail.action?docID=6422744 Click to View
language English
format eBook
author Singer, Florence Mihaela.
spellingShingle Singer, Florence Mihaela.
Research on and Activities for Mathematically Gifted Students.
ICME-13 Topical Surveys Series
Intro -- Main Topics You Can Find in This ICME-13 Topical Survey -- Contents -- 1 Research On and Activities For Mathematically Gifted Students -- 1 Introduction -- 2 Nature of Mathematical Giftedness -- 2.1 What Is Mathematical Giftedness? -- 2.1.1 General Giftedness -- 2.1.2 Mathematical Giftedness -- 2.2 A Discovery or a Creation? -- 2.2.1 Mathematical Giftedness as a Discovery -- 2.2.2 Mathematical Giftedness as a Creation -- 2.3 What Theoretical Frameworks and Methodologies Are Helpful? -- 3 Mathematical Promise in Students of Various Ages -- 3.1 How Are Cognitive, Social, and Affective Aspects Connected? -- 3.1.1 Cognitive Indicators -- 3.1.2 Social and Affective Indicators -- 3.2 What Does Brain Research Say? -- 3.3 What Are the Differences Between Mathematical Novices and Experts? -- 3.4 How Are Mathematical Creativity and Giftedness Connected? -- 4 Research into Practice: Programs and Pedagogy -- 4.1 How Might Teaching Practices Affect Mathematical Promise and Talents? -- 4.1.1 Problem Solving and Problem Posing -- 4.1.2 Discourse and Questioning -- 4.2 How Might Curriculum Contribute to Mathematical Development? -- 4.2.1 Challenging Mathematical Tasks -- 4.2.2 Curriculum and Textbooks -- 4.3 What In-School Programs Might Develop Mathematical Talent? -- 4.3.1 Ability Grouping, Self-contained Classes and Specialized Schools -- 4.3.2 Acceleration and Grade Skipping -- 4.4 What Extra-Curricular Programs Might Enhance Mathematical Promise? -- 4.4.1 Recreational Mathematics -- 4.4.2 Competitions -- 5 Research into Practice: Teacher Education -- 5.1 What Teacher's Traits Are Important? -- 5.2 What Should Be Included in Teacher Education? -- 5.2.1 Teachers of All Students -- 5.2.2 Teachers of Mathematically Gifted and Talented Students -- 5.3 What Are Some Examples of Programs for Supporting Teachers?.
5.3.1 Brief Snapshots into Professional Development Programs -- 5.3.2 Professional Development Related to Mentoring Students' Online Problem Solving -- 5.3.3 Administrative Changes and Cross-Country Studies -- 6 Summary and Looking Ahead -- Acknowledgments -- References -- 2 Erratum to: Research On and Activities For Mathematically Gifted Students -- Erratum to: Chapter "Research On and Activities For Mathematically Gifted Students" in: F.M. Singer et al., Research On and Activities For Mathematically Gifted Students, ICME-13 Topical Surveys, DOI 10.1007/978-3-319-39450-3_1.
author_facet Singer, Florence Mihaela.
Sheffield, Linda Jensen.
Freiman, Viktor.
Brandl, Matthias.
author_variant f m s fm fms
author2 Sheffield, Linda Jensen.
Freiman, Viktor.
Brandl, Matthias.
author2_variant l j s lj ljs
v f vf
m b mb
author2_role TeilnehmendeR
TeilnehmendeR
TeilnehmendeR
author_sort Singer, Florence Mihaela.
title Research on and Activities for Mathematically Gifted Students.
title_full Research on and Activities for Mathematically Gifted Students.
title_fullStr Research on and Activities for Mathematically Gifted Students.
title_full_unstemmed Research on and Activities for Mathematically Gifted Students.
title_auth Research on and Activities for Mathematically Gifted Students.
title_new Research on and Activities for Mathematically Gifted Students.
title_sort research on and activities for mathematically gifted students.
series ICME-13 Topical Surveys Series
series2 ICME-13 Topical Surveys Series
publisher Springer International Publishing AG,
publishDate 2016
physical 1 online resource (50 pages)
edition 1st ed.
contents Intro -- Main Topics You Can Find in This ICME-13 Topical Survey -- Contents -- 1 Research On and Activities For Mathematically Gifted Students -- 1 Introduction -- 2 Nature of Mathematical Giftedness -- 2.1 What Is Mathematical Giftedness? -- 2.1.1 General Giftedness -- 2.1.2 Mathematical Giftedness -- 2.2 A Discovery or a Creation? -- 2.2.1 Mathematical Giftedness as a Discovery -- 2.2.2 Mathematical Giftedness as a Creation -- 2.3 What Theoretical Frameworks and Methodologies Are Helpful? -- 3 Mathematical Promise in Students of Various Ages -- 3.1 How Are Cognitive, Social, and Affective Aspects Connected? -- 3.1.1 Cognitive Indicators -- 3.1.2 Social and Affective Indicators -- 3.2 What Does Brain Research Say? -- 3.3 What Are the Differences Between Mathematical Novices and Experts? -- 3.4 How Are Mathematical Creativity and Giftedness Connected? -- 4 Research into Practice: Programs and Pedagogy -- 4.1 How Might Teaching Practices Affect Mathematical Promise and Talents? -- 4.1.1 Problem Solving and Problem Posing -- 4.1.2 Discourse and Questioning -- 4.2 How Might Curriculum Contribute to Mathematical Development? -- 4.2.1 Challenging Mathematical Tasks -- 4.2.2 Curriculum and Textbooks -- 4.3 What In-School Programs Might Develop Mathematical Talent? -- 4.3.1 Ability Grouping, Self-contained Classes and Specialized Schools -- 4.3.2 Acceleration and Grade Skipping -- 4.4 What Extra-Curricular Programs Might Enhance Mathematical Promise? -- 4.4.1 Recreational Mathematics -- 4.4.2 Competitions -- 5 Research into Practice: Teacher Education -- 5.1 What Teacher's Traits Are Important? -- 5.2 What Should Be Included in Teacher Education? -- 5.2.1 Teachers of All Students -- 5.2.2 Teachers of Mathematically Gifted and Talented Students -- 5.3 What Are Some Examples of Programs for Supporting Teachers?.
5.3.1 Brief Snapshots into Professional Development Programs -- 5.3.2 Professional Development Related to Mentoring Students' Online Problem Solving -- 5.3.3 Administrative Changes and Cross-Country Studies -- 6 Summary and Looking Ahead -- Acknowledgments -- References -- 2 Erratum to: Research On and Activities For Mathematically Gifted Students -- Erratum to: Chapter "Research On and Activities For Mathematically Gifted Students" in: F.M. Singer et al., Research On and Activities For Mathematically Gifted Students, ICME-13 Topical Surveys, DOI 10.1007/978-3-319-39450-3_1.
isbn 9783319394503
9783319394497
callnumber-first Q - Science
callnumber-subject QA - Mathematics
callnumber-label QA10
callnumber-sort QA 210.92 220
genre Electronic books.
genre_facet Electronic books.
url https://ebookcentral.proquest.com/lib/oeawat/detail.action?docID=6422744
illustrated Not Illustrated
oclc_num 1096991933
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