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Titlebook: Das 1 x 1 der Präsentation; Für Schule, Studium Karl-Christof Renz Textbook 20131st edition Springer Fachmedien Wiesbaden 2013 Arbeitstech

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,Erprobtes didaktisches Konzept – eine Möglichkeit, Vortragen zu lernen,Präsentieren können Sie nicht lernen, wenn Sie dazu Bücher lesen. Präsentieren muss man trainieren! Nur wenn Sie vor anderen vortragen, lernen Sie zu präsentieren. Und mit der Übung kommt die Routine.
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Inclusive Design for a Digital World increase patient adherence to treatment. Emerging web 2.0 technologies present viable options for patient engagement in health care. We undertook a pilot project to assess the feasibility of two chronic disease management patient portals. A total of 35 patients participated in the assessment. Porta
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y outside the university classroom. Firstly, this chapter introduces the emergence and nature of Web 2.0 technologies. It then sets out to demonstrate the promise of Web 2.0 for language learning and thus the learning opportunities offered by Web 2.0 outside the classroom. Additionally, given the ‘d
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Oliver Wilhelm,Olga Kunina of the first steps in a fact-check procedure: the selection of so-called checkworthy claims. However, there is little agreement on the definition and characteristics of checkworthiness among fact-checkers, which is consequently reflected in the datasets used for training and testing checkworthy cla
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Claudia Hub,Verena Groer,Brigitte Wagenhalscoincided with the demise of the Soviet model of economic development. As a result, a surge of attention has been given to t~e factors driving the motor of Soviet growth and development, as well as R&D. The opening, first, of the Soviet and, subsequently, of the Russian economy, finally exposed it t
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Modelling and Characterisation of a Compact Sensor Antenna for Healthcare Applicationsion of incompressible, isotropic materials in the engineering of vulcanised rubbers are discussed. It is not possible to deal exhaustively in a short paper with all the applications which can be envisaged. However, a few of them are indicated in order to draw attention to the desirability of taking
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Approximation of Interval Functions,the problem of optimal (narrowest) approximation of a quadratic interval function f (x.,..., x.) by a linear one is NP-hard. For a practically important 1D case (n = 1), an efficient approximation is possible..This chapter was written in collaboration with M. Koshelev and L. Longpré.
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