3,099 research outputs found

    Georg Kreislers "Musikkritiker" als Orchesterwerk

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    Künstlerische Masterarbeit Dirigieren Lecture Recital vom 19.6.2017 Institut 1 Komposition, Musiktheorie, Musikgeschichte und Dirigieren Ort: Zimmer 2.21, Reiterkaserne Aufnahme: Sebastian Schol

    Ida von Hahn-Hahn und Isabelle Eberhardt. Ausbruch aus Restriktionen – Auf der Suche nach sich selbst

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    The following thesis compares the travelogue Orientalische Briefe by the German author Ida von Hahn-Hahn with the travel journals Mes Journaliers by the French author Isabelle Eberhardt, in the context of how each woman represents herself as a female traveler and author. The comparative study analyzes whether both authors in these texts deal with the issue of breaking out of social and cultural restrictions while traveling to the ‘Orient’. The overall question of my thesis concerns what kind of filters did they use to speak about the ‘cultural other’. The personal backgrounds of Ida von Hahn-Hahn and Isabelle Eberhardt differ in several aspects. The German author Ida von Hahn-Hahn visited the ‘Orient’ in 1843 temporarily and each place on only one occasion whereas the French author Isabelle Eberhardt constantly traveled at the end of the 19th century and at the same time she turned North Africa into her new home. These texts were analyzed in the context of gender discourse analysis, focusing on the discourse of feminity in the 19th century and the discourse of the Western world about the ‘Orient’. The comparison showed similarities and differences in the way both authors present themselves and the ‘Arab woman’ by (de-)constructing pre-existing ‘images’. In my analysis I was able to demonstrate that both authors consciously deal with the western femininity discourse of the 19th century and the Western discourse about the ‘Orient’ by selecting similar motives. Even though their results are quite different, both authors clearly use the ‘Orient’ to express their search of one’s self

    Sebastian Poorman, Tenor

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    Ne men per gioco / Alessandro Scarlatti; Amarilli, mia bella / Guilo Caccini; Ahi, Sciocco Mondo / Claudio Monteverdi; Come raggio di sol / Antonio Caldara; L\u27Heure exquise / Reynaldo Hahn; Le secret / Gabriel Fauré; Wehmuth / Robert Schumann; Halt (Die Schöne Müllerin) / Franz Schubert; Ombra di Nube / Licinio Refic

    Sebastian Poorman, Tenor

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    Ne men per gioco / Alessandro Scarlatti; Amarilli, mia bella / Guilo Caccini; Ahi, Sciocco Mondo / Claudio Monteverdi; Come raggio di sol / Antonio Caldara; L\u27Heure exquise / Reynaldo Hahn; Le secret / Gabriel Fauré; Wehmuth / Robert Schumann; Halt (Die Schöne Müllerin) / Franz Schubert; Ombra di Nube / Licinio Refic

    Write-Back Caches in WCET Analysis

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    Write-back caches are a popular choice in embedded microprocessors as they promise higher performance than write-through caches. So far, however, their use in hard real-time systems has been prohibited by the lack of adequate worst-case execution time (WCET) analysis support. In this paper, we introduce a new approach to statically analyze the behavior of write-back caches. Prior work took an "eviction-focussed perspective", answering for each potential cache miss: May this miss evict a dirty cache line and thus cause a write back? We complement this approach by exploring a "store-focussed perspective", answering for each store: May this store dirtify a clean cache line and thus cause a write back later on? Experimental evaluation demonstrates substantial precision improvements when both perspectives are combined. For most benchmarks, write-back caches are then preferable to write-through caches in terms of the computed WCET bounds

    Experimental Evaluation of Cache-Related Preemption Delay Aware Timing Analysis

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    In the presence of caches, preemptive scheduling may incur a significant overhead referred to as cache-related preemption delay (CRPD). CRPD is caused by preempting tasks evicting cached memory blocks of preempted tasks, which have to be reloaded when the preempted tasks resume their execution. In this paper we experimentally evaluate state-of-the-art techniques to account for the CRPD during timing analysis. We find that purely synthetically-generated task sets may yield misleading conclusions regarding the relative precision of different CRPD analysis techniques and the impact of CRPD on schedulability in general. Based on task characterizations obtained by static worst-case execution time (WCET) analysis, we shed new light on the state of the art

    Characterization of the Dᵂ-Laguerre-Hahn functionals

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    29 pages, no figures.-- MSC2000 codes: 33C45, 39A10.MR#: MR1914598 (2003e:33021)Zbl#: Zbl 1021.33007We give some characterization theorems for the DᵂLaguerre-Hahn linear functionals and we extend the concept of the class of the usual Laguerre-Hahn functionals to the Dᵂ-Laguerre-Hahn functionals, recovering the classic results when ᵂ tends to zero. Moreover, we show that some transformations carried out on the Dᵂ-Laguerre-Hahn linear functionals lead to new Dᵂ-Laguerre-Hahn linear functionals. Finally, we analyze the class of the resulting functionals and we give some applications relative to the first associated Charlier, Meixner, Krawtchouk and Hahn orthogonal polynomials.The work of the second author (FM) was supported by Ministerio de Ciencia y Tecnología (Dirección General de Investigación) of Spain under grant BFM 2000-0206-C04-01 and the INTAS project INTAS 2000-272.Publicad

    Youri Egorov and Marian Hahn, Preliminaries Phase I, 5th Van Cliburn Competition (1977)

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    Piano sonata in C minor, Hob. XVI:20. Finale: Allegro / Haydn ; Grandes études de Paganini (S. 141). No. 3 in G-sharp minor, La campanella / Liszt ; Keyboard partita no. 6 in E minor, BWV 830. Toccata / J. S. Bach ; Scherzo no. 2 in B-flat minor, op. 31 / Chopin (Egorov) -- Piano sonata no. 4 in E-flat major, op. 7. Allegro molto e con brio / Beethoven ; Ballade no. 4 in F minor, op. 52 / Chopin ; Grandes études de Paganini (S. 141). No. 2 in E-flat major / Liszt (Hahn)

    Asymptotic iteration method for solving Hahn difference equations

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    Hahn’s difference operator Dq;wf(x)=(f(qx + w) – f(x))/((q – 1)x + w), q ∈ (0, 1), w > 0, x = w/(1 – q) is used to unify the recently established difference and q-asymptotic iteration methods (DAIM, qAIM). The technique is applied to solve the second-order linear Hahn difference equations. The necessary and sufficient conditions for polynomial solutions are derived and examined for the (q;w)-hypergeometric equation.Natural Sciences and Engineering Research Council of CanadaCanadian Network for Research and Innovation in Machining Technolog
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