997 resultados para Stigel, Johann, 1515-1562.
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Mémoire numérisé par la Division de la gestion de documents et des archives de l'Université de Montréal
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Hieronymus Cock's view of the Capitoline Hill, published in 1562 series on Roman ruins, has long been considered a useful document by historians of art and architecture for the key historical and topographical information it contains on one of Rome's most celebrated sites during the Renaissance. Beyond its documentary nature, which, as will appear, was essentially rhetorical, the view also offers much information as to how a mid sixteenth-century Flemish artist might perceive Rome's illustrious topography and celebrated ancient statuary. In other words, Cock's engraving enables us to put into practice what may be called an "archaeology of the gaze". Through previously unnoticed details, Cock invents a comical - verging on the satirical - vision of the antique sculptures proudly displayed on the famous piazza. Such an ironical reversal of Italian classical dignity is typical of the attitude of some contemporary Flemish artists, such as Pieter Brueghel, who was then close to Cock, and exposes the ambivalent position of some Northern European artists towards the classical tradition and Italian art theory. Finally, the analysis of other engravings of ruins by Hieronymus Cock where two emblematic characters - the draftsman and the 'kakker' (the one who defecates) - appear side by side, sheds light on the origin and possible significance of these comical and subversive details.
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Resumen tomado de la publicación
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Resumen en inglés
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Análisis de la concepción ramista de las matemáticas y la de su enseñanza, para mostrar algunos notables paralelismos con las concepciones actuales de esta joven rama del saber que es la didáctica de las matemáticas. Se relaciona la vida y obra de Petrus Ramus. Se presentan las aportaciones que mejor caracterizan la renovación de la enseñanza de las matemáticas preconizada por Ramus.
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Resumen basado en el de la publicación. Resumen en inglés
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Este trabalho trata do processo de transcrição da Suíte 20 de J. J Froberger para violão solo. O objetivo geral é descrever o processo de transcrição com base em modelos de transcrição dos séculos XVII e XXI. A partir destas análises foi construído um referencial teórico para aplicação na transcrição da Suíte 20. A identificação dos elementos típicos do chamado stile brisé a partir do referencial foi essencial para o processo de transcrição da suíte 20, que se utilizou de vários procedimentos similares. No anexo deste artigo consta uma edição comparativa da versão original da Suíte 20 com a transcrição, bem como outra edição com a parte do violão solo e sugestões de execução.
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Trigonometry, branch of mathematics related to the study of triangles, developed from practical needs, especially relating to astronomy, Surveying and Navigation. Johann Müller, the Regiomontanus (1436-1476) mathematician and astronomer of the fifteenth century played an important role in the development of this science. His work titled De Triangulis Omnimodis Libri Quinque written around 1464, and published posthumously in 1533, presents the first systematic exposure of European plane and spherical trigonometry, a treatment independent of astronomy. In this study we present a description, translation and analysis of some aspects of this important work in the history of trigonometry. Therefore, the translation was performed using a version of the book Regiomontanus on Triangles of Barnabas Hughes, 1967. In it you will find the original work in Latin and an English translation. For this study, we use for most of our translation in Portuguese, the English version, but some doubt utterance, statement and figures were made by the original Latin. In this work, we can see that trigonometry is considered as a branch of mathematics which is subordinated to geometry, that is, toward the study of triangles. Regiomontanus provides a large number of theorems as the original trigonometric formula for the area of a triangle. Use algebra to solve geometric problems and mainly shows the first practical theorem for the law of cosines in spherical trigonometry. Thus, this study shows some of the development of the trigonometry in the fifteenth century, especially with regard to concepts such as sine and cosine (sine reverse), the work discussed above, is of paramount importance for the research in the history of mathematics more specifically in the area of historical analysis and critique of literary sources or studying the work of a particular mathematician
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Die Arbeit beschriebt das Leben und Wirken Johann Schöffers, des Erben der Mainzer Druckerei Johannes Fusts und Peter Schöffer d.Ä. Im Mittelpunkt stehen die 315 heute noch nachweisbaren Drucke. Neben der bibliographischen Erfassung der Titel, die ergänzt werden durch Hinweise zur Illustration und zur Typographie, wird versucht anhand dieser die Entwicklung und die Veränderungen in der Werkstatt aufzuzeigen. Von Interesse ist dabei, dass sich die historischen Ereignisse und religiösen Strömungen teilweise parallel, teilweise zeitlich versetzt im Verlagsprogramm widerspiegeln.