17,736 research outputs found
Aspetti quantitativi dell’attitudine imprenditoriale: il TAI (Test di Attitudine Imprenditoriale)
No full textSartori R., Favretto G., & Sartori A. (2007). Aspetti quantitativi dell’attitudine imprenditoriale: il TAI (Test di Attitudine Imprenditoriale). In G. Favretto e R. Sartori. Le età dell’impresa, Franco Angeli, 101-121
Educatori e Formatori a Verona: inserimento lavorativo e competenze professionali
No full textG. FAVRETTO, MENEGHINI A.M., SARTORI R., Educatori e Formatori a Verona: inserimento lavorativo e competenze professionali«Generazioni», vol. 1 , 2004 , pp. 41-75
Constrained gradient flows for Willmore-type functionals
No full textThis cumulative thesis discusses various aspects of constrained gradient flows of higher order. The main focus is the analysis of constrained Willmore-type flows of curves and surfaces and especially their asymptotic behavior. These flows yield quasilinear nonlocal geometric evolution equations of fourth order, making them challenging from the perspective of partial differential equations. Chapter 1 provides a brief review on the relevant geometric and analytic concepts needed for the following chapters 2 to 7, each of which contains one research article, Articles A to F. Chapter 2. Article A: F. Rupp. On the Lojasiewicz-Simon gradient inequality on submanifolds. J. Funct. Anal. 279 (8):108708, 2020. 33 pages. We prove a suitable version of the Lojasiewicz–Simon gradient inequality, a fundamental functional analytic tool to study general gradient flows with constraints, which will be essential for the subsequent asymptotic analysis of concrete geometric evolution problems. Chapter 3. Article B: F. Rupp and A. Spener. Existence and convergence of the length-preserving elastic flow of clamped curves, 2020. Preprint. 49 pages. We discuss the length-preserving elastic flow of open curves with clamped boundary conditions and prove existence, parabolic smoothing and convergence for initial data lying merely in the energy space. Chapter 4. Article C: F. Rupp. The volume-preserving Willmore flow, 2020. Preprint. 46 pages. We consider a constrained version of the Willmore flow of immersed closed surfaces which preserves the enclosed volume. For spherical initial data with nonzero volume and Willmore energy below 8π, we show global existence and convergence. Chapter 5. Article D: F. Rupp. The Willmore flow with prescribed isoperimetric ratio, 2021. Preprint. 39 pages. We study the Willmore flow with a constraint on the isoperimetric ratio. This flow describes a dynamical approach to the Canham–Helfrich model for lipid bilayers with zero spontaneous curvature. Under suitable assumptions on the topology and the initial energy, we can show that the flow exists globally and converges to an equilibrium. Chapter 6. Article E: M. Müller and F. Rupp. A Li–Yau inequality for the 1-dimensional Willmore energy, 2021. To appear in Adv. Calc. Var. 33 pages. We study the relation between self-intersections of planar curves and Euler’s elastic energy and show embeddedness along the elastic flow below a certain energy threshold. Chapter 7. Article F: T. Miura, M. Müller and F. Rupp. Optimal thresholds for preserving embeddedness of elastic flows, 2021. Preprint. 39 pages. We extend the previous result in Article E by finding optimal energy thresholds below which any initially embedded curve will remain embedded under the elastic flow.Diese kumulative Dissertation beschäftigt sich mit Gradientenflüssen höherer Ordnung unter Nebenbedingungen. Das Hauptaugenmerk liegt dabei auf Flüssen vom Willmore-Typ, sowohl von Kurven als auch von Flächen, und besonders auf deren asymptotischem Verhalten. Diese Flüsse entsprechen quasilinearen, nichtlokalen und geometrischen Evolutionsgleichungen vierter Ordnung, was sie zu herausfordernden Problemen im Bereich der partiellen Differenzialgleichungen macht.
Kapitel 1 bietet eine kurze Wiederholung der für die nachfolgenden Kapitel relevanten
geometrischen und analytischen Konzepte. Kapitel 2 bis 7 beinhalten jeweils die Forschungsartikel
A bis F.
Kapitel 2. Artikel A: F. Rupp. On the Lojasiewicz-Simon gradient inequality on
submanifolds. J. Funct. Anal. 279 (8):108708, 2020. 33 Seiten.
Wir beweisen eine geeignete Version der Lojasiewicz–Simon Gradientenungleichung,
einem grundlegenden funktionalanalytischen Werkzeug für die Untersuchung allgemeiner
Gradientenflüsse mit Nebenbedingungen, das für die anschließende Analyse
konkreter geometrischer Evolutionsprobleme essenziell ist.
Kapitel 3. Artikel B: F. Rupp and A. Spener. Existence and convergence of the
length-preserving elastic flow of clamped curves, 2020. Preprint. 49 Seiten.
Dieser Artikel setzt sich mit dem längenerhaltenden elastischen Fluss offener Kurven
mit eingespannten Randbedingungen auseinander. Wir zeigen Existenz, parabolische
Glättung und Konvergenz für Anfangswerte, die lediglich im Energieraum liegen.
Kapitel 4. Artikel C: F. Rupp. The volume-preserving Willmore flow, 2020. Preprint.
46 Seiten.
Wir betrachten eine Variante des Willmore-Flusses für immersierte, geschlossene
Flächen, die das eingeschlossene Volumen festhält. Für sphärische Anfangswerte mit
Volumen ungleich Null und Willmore-Energie kleiner als 8π beweisen wir globale
Existenz und Konvergenz.
Kapitel 5. Artikel D: F. Rupp. The Willmore flow with prescribed isoperimetric
ratio, 2021. Preprint. 39 Seiten.
Wir untersuchen den Willmore-Fluss unter der Nebenbedingung eines vorgegebenen
isoperimetrischen Quotienten. Dieser Fluss beschreibt eine dynamische Version des
Canham–Helfrich-Modells für Doppellipidschichten. Unter geeigneten Annahmen an
die Topologie und die Anfangsenergie zeigen wir, dass dieser Fluss global existiert
und gegen ein Äquilibrium konvergiert.
Kapitel 6. Artikel E: M. Müller and F. Rupp. A Li–Yau inequality for the 1-
dimensional Willmore energy, 2021. Zur Veröffentlichung akzeptiert in Adv. Calc.
Var. 33 Seiten.
Wir untersuchen die Beziehung zwischen den Selbstüberschneidungen planarer Kurven
und der Eulerschen elastischen Energie und zeigen, dass der elastische Fluss
unterhalb einer gewissen Energieschranke stets eingebettet ist.
Kapitel 7. Artikel F: T. Miura, M. Müller and F. Rupp. Optimal thresholds for
preserving embeddedness of elastic flows, 2021. Preprint. 39 Seiten.
Wir erweitern die Resultate aus Artikel E, indem wir optimale Energieschranken
finden, unterhalb derer eine anfangs eingebettete Kurve unter dem elastischen Fluss
eingebettet bleibt
Doctor Faust : Nach alten deutschen Volksbüchern / [von Rudolf Treichler. Federzeichn. von Erwin Rupp]
No full textDOCTOR FAUST : NACH ALTEN DEUTSCHEN VOLKSBÜCHERN / [VON RUDOLF TREICHLER. FEDERZEICHN. VON ERWIN RUPP]
Doctor Faust : Nach alten deutschen Volksbüchern / [von Rudolf Treichler. Federzeichn. von Erwin Rupp] (1)
Cover (2)
Titelseite (4)
Doctor Faust (6)
Robert der Teufel (48
Recensione al libro “Emozioni, soddisfazione e giudizi di qualità del cliente” di Anna Maria Meneghini, Verona: Libreria Cortina Ed.
No full textRecensione al libro “Emozioni, soddisfazione e giudizi di qualità del cliente” di Anna Maria Meneghini, Verona: Libreria Cortina Ed
Tradurre “Le Cimetière marin” in italiano: Confronto linguistico-stilistico delle traduzioni di Dal Fabbro, Pagano, Valeri e Valduga.
No full textL’ articolo propone un’analisi linguistico-stilistica di quattro versioni poetiche del Cimetière marin: le traduzioni di Beniamino Dal Fabbro (1942), Vittorio Pagano (1956), Diego Valeri (1958) e Patrizia Valduga (1995). Dopo una breve introduzione sulle peculiarità strutturali e formali del poème, e sulle difficoltà di una sua trasposizione in italiano, si esamineranno le traduzioni selezionate analizzando gli interventi stilistici dei poeti-traduttori. L’obiettivo del confronto è mettere in risalto i diversi approcci che ciascun traduttore ha adottato nel trasporre in italiano la complessa unione di forme e sens del testo originale. Si rifletterà pertanto sia sulle dominanti testuali che guidano i singoli poeti-traduttori nelle proprie scelte operative, sia sull’effettiva possibilità di fornire una traduzione appropriata del poema
Dancing girls from the "Buddy Number" in "Gingham Girls"
No full textThis photo shows three rows of dancers from the "Buddy Number" of the show "Gingham Girls", where the back row are standing, the middle row are sitting down, and the front row are sitting on the floor. They are all wearing headpieces and thigh-length skirts with shoulder straps. Front row: Erna Shellhorn, Honey Florence Shellhorn, Hilda Kubler (Lou Weiler's wife), Mary Rupp (Gaffney). Middle row: Anna Weiler, Jenny Shurko, Elsie Muether Engelhardt. Top Row: Esther Rupp, Lilly Wills, Bertha Able Beck, Dot Boysen. From the Egg Harbor City historical society photo collection
Identificazione in vivo di biomarcatori di vie metaboliche nell’uomo con tecniche di spettrometria di massa ad alta risoluzione
No full textThis doctoral thesis will explore the use of different high-resolution mass spectrometry techniques to identify and quantify disease biomarkers and metabolic pathway biomarkers in pediatric patients. Mass spectrometry is an essential tool in translational medicine, enabling precise and detailed analysis of complex biological compounds, such as proteins, lipids, and metabolites, which can serve as disease indicators or key elements in physiological and pathological responses. Specifically, various concrete applications of these techniques will be discussed, focusing on relevant pediatric clinical issues.
The first application will involve the study of lung inflammation in children with congenital heart disease undergoing corrective surgery with cardiopulmonary bypass. In this context, mass spectrometry will be employed to identify specific inflammation biomarkers and to track the changes induced by extracorporeal circulation on lung surfactant composition.
The second application will focus on the use of mass spectrometry with isotopic enrichment techniques to study the placental transfer of DHA (docosahexaenoic acid).
The last application of mass spectrometry will involve the use of untargeted metabolomics for the analysis of plasma and urine from children with congenital heart disease undergoing corrective surgery with extracorporeal circulation. This will allow us to identify altered metabolic pathways in acute brain injury, improve patient management during and after surgery, and prevent long-term complications.
The overall goal of this study is to apply high-resolution mass spectrometry techniques to measure and characterize different disease biomarkers in pediatric populations, and to identify different phenotypes within the same pathology. This approach will move towards increasingly personalized medicine, where therapies can be tailored to the specific biological characteristics of each patient, thereby improving treatment effectiveness and reducing the risk of complications
IS IT POSSIBLE TO IMPROVE EMPATHIC SKILLS IN NURSING STUDENTS DURING ACADEMIC TRAINING COURSES? A LONGITUDINAL STUDY
No full textEmpathy is accepted as a critical component of supportive relationships. Many scholars have argued that empathy
provides health professionals with the capacity to improve the health of patients, so it should ideally be taught to make
health professionals more responsive to patient needs (Hojat, Vergare, Maxwell et al. 2009; Ward, Schaar, Sullivan et
al. 2009). For this reason many authors and professional organizations in the field of healthcare would like empathic
skills to taken more into consideration (Hojat, Gonnella & Maxwell, 2009). Our study initiated from two beliefs: a)
individual empathy skills are amenable to change and b) it is possible to enhance empathy during education in
healthcare professions (Ozcan, Oflaz & Sutcu, 2010). Starting from these assumptions, we conducted a cohort
longitudinal study, which aimed to determine whether specific training courses would enhance empathic skills in student
nurses during a 3-year degree course (2007-2010). Data were collected using the Italian versions of the Balanced
Emotional Empathy Scale (BEES) and the Jefferson Physician Empathy Scale (JPSE adapted for nursing students).
Measurements of levels of emotional empathy (BEES) and levels of empathy within the student-patient relationships
(JPSE) were taken and repeated at regular intervals during the academic course (at the beginning, T0; during the
course, T1 and T2; at the end of the course, T3). 148 participants (77.6% women) completed the study and were
divided into 3 groups: 1) "Intervention A" Group (N=62); 2) "Intervention B" Group (N=45); 3) Control Group (no specific
empathy training course; N=41). The results showed that the specific training courses were effective, especially for
emotional empathy in women (BEES T0=31,59 ; BEES T3=40,22; p < .001). We also found a significant difference
between the Control Group and the two other groups (p < .05). On the contrary, levels of empathy in student/patient
relationships fluctuated during the three years of assessment (JPSE T0=122,32; JPSE T1=117,78; JPSE T2=123,00;
JPSE T3=120,31) but there were no significant differences between groups and between T0 and T3. To sum up, the
specific training courses that were added to the standard academic course seem to increase emotional empathy
(Cunico, Sartori, Maragnolli et al. 2012) but this does not apply to the student/patient relationship, which may require
different training in terms of duration and context. The results will be discussed taking into account the amount and
timing of the students’ clinical experience and the role of some important aspects such as cognitive mediation and
emotion regulation, which are critical in order to create an empathic and supportive relationship with patients
Das Darm-Mikrobiom in seiner Bedeutung für die Diagnostik und Therapie der Epilepsie
No full texteingereicht von Rupp AnnaMasterarbeit Universität Linz 202
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