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Contact, phd line nybro petersen, department of Media, cognition and Communication. University of Copenhagen, phone. Press officer Carsten Munk hansen, faculty of Humanities, phone.
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The film or tv show itself becomes sacred and make the fans compare all other supernatural shows to the canonical and original show. I have observed the Twilight fans at premieres and noted how they through a number of rituals show or perform their affiliation with the series. They cry, shriek, and sing and this performance is central to their sense of belonging to something larger than themselves. They do, in other words, invest a lot of emotion in the fictional universe and the events that form part of it, line nybro petersen points out. The mediatisation of religion. Line nybro petersen emphasises that her qualitative study among a fairly small group of Danish fans cannot be considered representative of all young Danes interest in religion and American tv shows with religious content. But the results of her study do confirm the results of a quantitative studies in for example the mediatisation of religion. Other studies have pointed to the fact that tv shows and films with a supernatural content tend to increase peoples interest in religious themes and my thesis underpins that these shows also have the ability to reshape young peoples religions imaginations because, among other things. In this fashion, the religious elements are recontextualised and seem very different from the traditional representations we all know from the bible and other religious institutions, line nybro petersen concludes.
My thesis demonstrates that a film series like. Twilight offers young people a playground for exploring lifes big questions, moral judgment and to imagine the possibility of the supernatural in a pleasurable and informal fashion. The fictional worlds challenge their presuppositions about themselves and their surroundings, explains Phd line nybro petersen from the. Department of Media, cognition and Communication, University of Copenhagen. She adds: A number of the teenagers i interviewed did, for example, express their fascination with the fact that vampires that are traditionally portrayed as evil often come across as heroic characters in current tv shows. . They see that as an invitation to reconsider their own assumptions about good and evil. But apart from this it is of course important to stress that the tv shows attract the teenagers' attention because they to a great extent deal with the very problems the teenagers grapple with themselves." " A number of the teenagers i interviewed did express their. Line nybro petersen, line nybro petersen's PhD thesis "Wicked Angels, Adorable vampires!" sea consists of a qualitative study of the consumption of tv shows with supernatural and religious content among 72 14- to 18-year-old Danish teenagers, a smaller study among a group of nine teenage Twilight. Serial fictions become sacred, according to line nybro petersen, some young fans' idolisation of a film series like twilight can become so intense that it resembles a new form of religious worship.
an entirely new research group within applied mathematics and mechanics, which has resulted in positive feedback after an evaluation by the r d management. Religion and media, danish teenagers are not looking for answers to life's big questions in established religious institutions. Instead, they engage in intense idolisation of American films and tv shows about vampires, angels and other supernatural beings. A new PhD thesis from the University of Copenhagen shows that a series like. Twilight for some young Danes replace traditional religion and enhance their interest in spiritual and religious issues. Many danish teenagers reject old-fashioned established religious institutions such as the danish National evangelical Lutheran Church and its traditional religious beliefs. The lack of a coherent religious world view will in some cases make tv shows like. Twilight and the vampire diaries, in which vampires and other religious symbols abound, assume part of the function which the old religious institutions used to have. The vampire Edward and Bella from Twilight.
When gien a particular diagram, a schematic proof generates a proof for that diagram. To verify that the schematic proof produces a correct proof of advantages the conjecture for each ground instance we check its correctness in a theory of diagrams. We use the constructive omega-rule and schematic proofs to make a translation from concrete instances to a general argument about the diagrammatic e realisation of our ideas is a diagrammatic reasoning system diamond. Diamond allows a user to interactively construct instances of a diagrammatic proof. It then automatically abstracts these into a general schematic proof and checks the correctness of this proof using an inductive theorem prover. If you are considering flsmidth as a possible partner for your PhD thesis, please contact your local flsmidth office. Being an Industrial PhD student in the r d department of flsmidth has allowed me to be innovative in terms of which scientific approach to utilise in order to fulfil the requirements given in the Project statement.
The three papers Format of, phD thesis, european
Abstract: This thesis is on the automation of diagrammatic proofs, a novel approach to mechanised mathematical reasoning. Theorems in automated theorem proving are usually proved by formal logical proofs. However, there are some conjectures which humans can prove by the use of geometric operations on diagrams that somehow represent these conjectures, so called diagrammatic proofs. Insight is often more clearly perceived in these diagrammatic proofs than in the algebraic proofs. We are investigating and automating such diagrammatic reasoning about mathematical ncrete rather than general diagrams are used to prove ground instances of a universally quantified theorem. The diagrammatic proof in constructed by applying geometric operations to the diagram. These operations are in the inference steps of the proof. A general schematic proof is extracted from the ground instances of a proof. It is represented as a recursive program that consists of a general number of applications of geometric operations.