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Der Täter hinter dem Täter
(2013)
Strafbarkeit des Bannbruchs
(2013)
Thomas Mann und die Romantik
(2013)
Essay über Thomas Mann, sein Verhältnis zur Romantik und die romantischen Elemente in seinem Werk. Die Gliederung des Textes folgt mit sieben Abschnitten dem Vorbild des "Zauberberg" (1924), der eine wichtige Rolle in Peters' Ausführungen spielt. Kommentare zu Thomas Manns Bildungsroman sind eingebettet in Betrachtungen zu der Polarität von Klassik und Romantik oder zu Künstlertum und Bürgertum. Der 4. Abschnitt des Essays befasst sich mit den "himmelblauen" Vorurteilen zur Romantik und hebt die ganzheitliche Weltkonzeption der Romantiker hervor sowie deren humanistisch geprägtes, am Universalmenschen der Renaissance orientiertes Bildungsideal. Das Manuskript von "Thomas Mann und die Romantik" befindet sich im zweiten Heft des Manuskriptes von "Heine Steenhagen wöll ju dat wiesen!" und steht in einem metadiskursiven Verhältnis zu Peters' parodistischem Bildungsroman: im 7. und letzten Kapitel seines Essays befasst sich Peters mit Romantheorie auf der Grundlage von Zitaten aus Novalis und Thomas Mann ("Versuch über das Theater"). Er unterstreicht hier zentrale Merkmale des Bildungsromans und entwickelt so die Poetik zu "Heine Steenhagen".
Grammatica Grandonica
(2013)
In May 2010, Johann Ernst Hanxleden’s Grammatica Grandonica was rediscovered in Montecompatri (Lazio, Rome). Although historiographers attached much weight to the nearly oldest western grammar of Sanskrit, the precious manuscript was lost for several decades. The first aim of the present digital publication is to offer a photographical reproduction of the manuscript. This facsimile is accompanied by a double edition: a facing diplomatic edition with the Sanskrit in Malayāḷam script, followed by a transliterated established text.
The challenge is providing teachers with the resources they need to strengthen their instructions and better prepare students for the jobs of the 21st Century. Technology can help meet the challenge. Teachers’ Tryscience is a noncommercial offer, developed by the New York Hall of Science, TeachEngineering, the National Board for Professional Teaching Standards and IBM Citizenship to provide teachers with such resources. The workshop provides deeper insight into this tool and discussion of how to support teaching of informatics in schools.
.NET Gadgeteer Workshop
(2013)
Problem solving is one of the central activities performed by computer scientists as well as by computer science learners. Whereas the teaching of algorithms and programming languages is usually well structured within a curriculum, the development of learners’ problem-solving skills is largely implicit and less structured. Students at all levels often face difficulties in problem analysis and solution construction. The basic assumption of the workshop is that without some formal instruction on effective strategies, even the most inventive learner may resort to unproductive trial-and-error problemsolving processes. Hence, it is important to teach problem-solving strategies and to guide teachers on how to teach their pupils this cognitive tool. Computer science educators should be aware of the difficulties and acquire appropriate pedagogical tools to help their learners gain and experience problem-solving skills.
A method is presented of acquiring the principles of three sorting algorithms through developing interactive applications in Excel.
We present a concept of better integration of practical teaching in student teacher education in Computer Science. As an introduction to the workshop different possible scenarios are discussed on the basis of examples. Afterwards workshop participants will have the opportunity to discuss the application of the aconcepts in other settings.
In this paper we report on our experiments in teaching computer science concepts with a mix of tangible and abstract object manipulations. The goal we set ourselves was to let pupils discover the challenges one has to meet to automatically manipulate formatted text. We worked with a group of 25 secondary school pupils (9-10th grade), and they were actually able to “invent” the concept of mark-up language. From this experiment we distilled a set of activities which will be replicated in other classes (6th grade) under the guidance of maths teachers.