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Titlebook: Learning at Work; Excellent practice f John Taylor,Adrian Furnham Book 2005 The Editor(s) (if applicable) and The Author(s), under exclusiv

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楼主: 尤指植物
发表于 2025-3-23 10:23:34 | 显示全部楼层
Learning with Technology,Some coaches, mentors and trainers might be tempted to skip this chapter. They would be wrong to do so. Technology has a lot to offer all educationalists. It has had enormous impact in the past helping people to learn. It will do so in the future: and more and more cheaply and effectively.
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ultural attitudes of the organization. This book critically analyzes the methods and instruments available for those who want to learn and those who want to encourage their employees to learn. It avoids jargon and aims to make the theory and practice of learning more easily understood and therefore
发表于 2025-3-23 22:56:38 | 显示全部楼层
Learning Quotient,ty to learn effectively and efficiently. Is it possible to measure in a quantifiable way an individual’s learning potential: their ability to learn new things, their “learnability”, their learning quotient?
发表于 2025-3-24 02:36:01 | 显示全部楼层
Introduction,g, while still essential for our happiness if not survival, is not as instinctive as it was. We need help, some would say direction, to keep up with others. Nowhere is that more apparent than in the workplace.
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Learning in Groups,riods. But the best are nervous before their training session and their position in a company or organization is not always held in the highest regard. Too often they are tarred by the George Bernard Shaw quote:
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Book 2005titudes of the organization. This book critically analyzes the methods and instruments available for those who want to learn and those who want to encourage their employees to learn. It avoids jargon and aims to make the theory and practice of learning more easily understood and therefore accomplish
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John Taylor,Adrian Furnham. Finally, we compare our finite element method — which leads to a generalized eigenvalue problem- with another method co-developed by some of us [18, 11], which is based on the determination of poles of the scattering operator (multipole expansion method).
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