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Titlebook: Learning across Contexts in the Knowledge Society; Ola Erstad,Kristiina Kumpulainen,Thuridur Jóhannsd Book 2016 SensePublishers-Rotterdam,

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書目名稱Learning across Contexts in the Knowledge Society
編輯Ola Erstad,Kristiina Kumpulainen,Thuridur Jóhannsd
視頻videohttp://file.papertrans.cn/583/582847/582847.mp4
概述This book explores new conceptions of learning that are better suited to the needs and challenges of the knowledge society.This book traces experiences of students across multiple sites and contexts a
叢書名稱The Knowledge Economy and Education
圖書封面Titlebook: Learning across Contexts in the Knowledge Society;  Ola Erstad,Kristiina Kumpulainen,Thuridur Jóhannsd Book 2016 SensePublishers-Rotterdam,
描述Developments within the “knowledge society,” especially those resulting from technological innovation, have intensified an interest in the relationship between different contexts and multiple sites of learning across what is often termed as formal, non-formal and informal learning environments. The aim of this book is to trace learning and experience across multiple sites and contexts as a means to generate new knowledge about the borders and edges of different practices and the boundary crossings these entail in the learning lives of young people in times of dynamic societal, environmental, economic, and technological change. The empirical research discussed in this book has grown out of a Nordic network of researchers. The research initiatives in the Nordic countries tend to avoid the more spectacular debates over the future of the educational institutions that tend to dominate and obscure discussions on education in the knowledge society, and which look to models of informal learning, whether in the “l(fā)earning communities” of workplaces and families or in the new socio-technical spaces of the Internet, as a source of alternative educational strategies. Rather, Nordic researchers
出版日期Book 2016
關(guān)鍵詞formal/informal learning; knowledge society; boundary crossing; learning contexts; meaning making; agency
版次1
doihttps://doi.org/10.1007/978-94-6300-414-5
isbn_ebook978-94-6300-414-5
copyrightSensePublishers-Rotterdam, The Netherlands 2016
The information of publication is updating

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selected papers read at the conference, is divided into four sections: (I) Foundations, Concepts, and Structure. (II) Equilibrium Properties. (III) Applications to the Natural and Social Sciences. (IV) Computational Aspects of Games.978-3-642-05618-5978-3-662-05219-8
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Antti Rajala,Kristiina Kumpulainen,Jaakko Hilpp?,Maiju Paananen,Lasse Lipponenselected papers read at the conference, is divided into four sections: (I) Foundations, Concepts, and Structure. (II) Equilibrium Properties. (III) Applications to the Natural and Social Sciences. (IV) Computational Aspects of Games.978-3-642-05618-5978-3-662-05219-8
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Emma Edstrand,Annika Lantz-Andersson,Roger S?lj?,?sa M?kitaloce . is the two-dimensional unit polydisc Δ.:= {(t., t.) ∈ C.||t.| < 1, |t.| < 1} or more precisely, the germ (Δ.,0). Here 0 denotes the origin (0,0) ∈ Δ.. And also we assume that . is a projective morphism and is smooth outside of {t. = 0} U {t. = 0}.
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Kristin Aadlandce . is the two-dimensional unit polydisc Δ.:= {(t., t.) ∈ C.||t.| < 1, |t.| < 1} or more precisely, the germ (Δ.,0). Here 0 denotes the origin (0,0) ∈ Δ.. And also we assume that . is a projective morphism and is smooth outside of {t. = 0} U {t. = 0}.
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Synn?ve H. Amdam decided the invited speakers, and sent invitation letters to them, in which it was written that "Special functions have been created and explored to describe scientific and mathematical phenomena. Trigonometric functions give the relation of angle to length. Riemann‘s zeta function was invented in
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