3,083 research outputs found

    De origine animae humanae

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    quam annuente Deo ... sub praesidio ... Ioh. Henrici Heideggeri placido eruditorum examini subiicit Hermannus Liebius Episcopicellanus, author & respondens, ad diem Septembris, loco horísque solitisDiss. Hohe Schule Zürich, 167

    Boundary weights for Temperley-Lieb and dilute Temperley-Lieb models

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    We use a direct approach to obtain the general diagonal solutions of the boundary Yang–Baxter equation for the Temperley–Lieb and dilute Temperley–Lieb models and their elliptic extensions

    Fourier duality in the Brascamp-Lieb inequality

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    It was observed recently in work of Bez, Buschenhenke, Cowling, Flock and the first author, that the euclidean Brascamp-Lieb inequality satisfies a natural and useful Fourier duality property. The purpose of this paper is to establish an appropriate discrete analogue of this. Our main result identifies the Brascamp-Lieb constants on (finitely-generated) discrete abelian groups with Brascamp-Lieb constants on their (Pontryagin) duals. As will become apparent, the natural setting for this duality principle is that of locally compact abelian groups, and this raises basic questions about Brascamp-Lieb constants formulated in this generality

    The Epidemiology of Generalized Anxiety Disorder in Europe

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    Contains fulltext : 54596.pdf (Publisher’s version ) (Open Access)The objective of this paper is to provide a review on available data to date on the epidemiology of GAD in Europe, and to highlight areas for future research. MEDLINE searches were performed and supplemented by consultations with experts across Europe to identify non-published reports. Despite variations in the design of studies, available data suggest that (a) about 2% of the adult population in the community is affected (12-month prevalence), (b) GAD is one of the most frequent (up to 10%) of all mental disorders seen in primary care, (c) GAD is a highly impairing condition often comorbid with other mental disorders, (d) GAD patients are high utilizers of healthcare resources, and (e) despite the high prevalence of GAD in primary care, its recognition in general practice is relatively low. Marked data deficits are: lack of data from eastern European countries, lack of information about the natural course of GAD in unselected samples, the vulnerability and risk factors involved in the aetiology of GAD and lack of data about adequate and inappropriate treatments in GAD patients as well as the associated and societal costs of GAD

    The Brascamp–Lieb inequalities: recent developments

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    summary:We discuss recent progress on issues surrounding the Brascamp–Lieb inequalities

    Die Lieb' die heißt mich sterben, das ist ein' Unmöglichkeit ...

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    (von der Titelseite) Das erste > Welt, die ist der Narren voll, und [et]c. Das zweyte Nichts schlimmers ist auf Erden, als [et]c. Das dritte Gott Vater geht spaziren, wohl in den [et]c. Das vierte [Warum betrübst du dich,] Schönste auf [etc.] Das fünfte > Lieb' die heißt mich sterben, das ist [et]c.Illustration (Holzschnitt) auf der Titelseite: Aus einer Wolke ergreift (pflanzt?) Hand Gottes einen BaumDruckort und geschätztes Druckjahr gemäss Mitteilung von E. NehlsenLiedersammlung Gottlieb Jos

    Towards a general theory of word formation: the Process Model

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    Foreword. The present essay—longer than a paper but shorter than a book—characterizes the Process Model of Word Formation that represents a new approach to word formation intermediate between constructionist and generative approaches; the model will be elaborated in detail in: Lieb, Hans-Heinrich (in prep.), The Process Model of Word Formation and Inflection. Amsterdam/Philadelphia: Benjamins. The essay, which is independent of the book, replaces an earlier, unpublished manuscript (Lieb 2011/2012), of which it is a completely revised and enlarged version. The essay was completed in July 2013; it is an outcome of work undertaken by the author since roughly 2006 but originating from still earlier work (first presented at a Research Colloquium held at the Freie Universität Berlin in 2001, and subsequently by a lecture read at the Annual Meeting of the Deutsche Gesellschaft für Sprachwissenschaft in 2006: Lieb 2006). The present text is an Open Access publication by the Freie Universität Berlin; it is free for downloading, but all rights remain with the author (in particular, revamping of the text or its commercial use are prohibited; quotation only with indication of the source). The Freie Universität Berlin also houses a major effort at producing book- length Open Access publications in linguistics, organized into series: Language Science Press, langsci-press.org. The present essay does not fit this framework, both for lack of a suitable series and for being shorter than a book. An Open Access format was chosen for the essay by its author for a number of reasons, most importantly, to provoke discussion (contact the author via: [email protected]). Please quote this essay as follows, together with its url: Lieb, Hans-Heinrich. 2013. Towards a general theory of word formation: the Process Model. Berlin: Freie Universität Berlin. (An Open Access publication.) The author is Full Professor (em.) of General and German Linguistics at the Freie Universität Berlin in Berlin, Germany. Berlin, July 2013 Hans-Heinrich LiebForeword. The present essay—longer than a paper but shorter than a book—characterizes the Process Model of Word Formation that represents a new approach to word formation intermediate between constructionist and generative approaches; the model will be elaborated in detail in: Lieb, Hans-Heinrich (in prep.), The Process Model of Word Formation and Inflection. Amsterdam/Philadelphia: Benjamins. The essay, which is independent of the book, replaces an earlier, unpublished manuscript (Lieb 2011/2012), of which it is a completely revised and enlarged version. The essay was completed in July 2013; it is an outcome of work undertaken by the author since roughly 2006 but originating from still earlier work (first presented at a Research Colloquium held at the Freie Universität Berlin in 2001, and subsequently by a lecture read at the Annual Meeting of the Deutsche Gesellschaft für Sprachwissenschaft in 2006: Lieb 2006). The present text is an Open Access publication by the Freie Universität Berlin; it is free for downloading, but all rights remain with the author (in particular, revamping of the text or its commercial use are prohibited; quotation only with indication of the source). The Freie Universität Berlin also houses a major effort at producing book- length Open Access publications in linguistics, organized into series: Language Science Press, langsci-press.org. The present essay does not fit this framework, both for lack of a suitable series and for being shorter than a book. An Open Access format was chosen for the essay by its author for a number of reasons, most importantly, to provoke discussion (contact the author via: [email protected]). Please quote this essay as follows, together with its url: Lieb, Hans-Heinrich. 2013. Towards a general theory of word formation: the Process Model. Berlin: Freie Universität Berlin. (An Open Access publication.) The author is Full Professor (em.) of General and German Linguistics at the Freie Universität Berlin in Berlin, Germany. Berlin, July 2013 Hans-Heinrich Lie

    [Ungleicher prunst lieb und huld] (A-Wn_Mus.Hs._18688_n52) Audio recording

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    <h1>Audio recording of a lute piece from the E-LAUTE project</h1><h2>Overview</h2><p>This dataset contains an audio recording of the piece "[Ungleicher prunst lieb und huld]", a 16th century lute music piece originally notated in lute tablature, created as part of the E-LAUTE project (<a href="https://e-laute.info/">https://e-laute.info/</a>). The recording preserves and makes historical lute music from the German-speaking regions during 1450-1550 accessible.</p><p>The recording is based on the work with the title "[Ungleicher prunst lieb und huld]" and the id "A-Wn_Mus.Hs._18688_n52" in the e-lautedb. It is found on the page(s) or folio(s) 29v in the source "[Lautentabulatur des Stephan Craus]" with the source-id "A-Wn_Mus.Hs._18688".</p><p>The original source and multiple transcriptions of the work can be found on the E-LAUTE platform: <a href="https://edition.onb.ac.at/fedora/objects/o:lau.A-Wn_Mus.Hs._18688/methods/sdef:TEI/get?mode=n52" target="_blank">https://edition.onb.ac.at/fedora/objects/o:lau.A-Wn_Mus.Hs._18688/methods/sdef:TEI/get?mode=n52</a>.</p><p>Links to the source: <a href="http://data.onb.ac.at/rec/AC14316391" target="_blank">http://data.onb.ac.at/rec/AC14316391</a>, <a href="https://rism.online/sources/600141880" target="_blank">https://rism.online/sources/600141880</a>, .</p><h2>Dataset Contents</h2><p>This dataset includes:</p><ul><li><strong>Audio file</strong>: An audio recording of the lute piece in .wav format</li> <li><strong>Metadata file</strong>: A metadata file with detailed information about the recording in .json format</li></ul><h2>About the E-LAUTE Project</h2><p><strong>E-LAUTE: Electronic Linked Annotated Unified Tablature Edition - The Lute in the German-Speaking Area 1450-1550</strong></p><p>The E-LAUTE project creates innovative digital editions of lute tablatures from the German-speaking area between 1450 and 1550. This interdisciplinary "open knowledge platform" combines musicology, music practice, music informatics, and literary studies to transform traditional editions into collaborative research spaces.</p><p>For more information, visit the project website: <a href="https://e-laute.info/">https://e-laute.info/</a></p&gt

    Adjoint Brascamp-Lieb inequalities

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    The Brascamp-Lieb inequalities are a generalization of the H\"older, Loomis-Whitney, Young, and Finner inequalities that have found many applications in harmonic analysis and elsewhere. In this paper we introduce an "adjoint" version of these inequalities, which can be viewed as an LpL^p version of the entropy Brascamp-Lieb inequalities of Carlen and Cordero-Erausquin. As applications, we reprove a log-convexity property of the Gowers uniformity norms, and establish some reverse LpL^p inequalities for various tomographic transforms. We conclude with some open questions.Comment: 43 pages; some further references and remarks adde
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