3 resultados para Nationalities, Principle of.
em Universidade dos Açores - Portugal
Resumo:
Antero de Quental (1842-1891) is best known for his poetic work. Nevertheless, alongside this literary work, and in close correlation with it, he produced a corpus of philosophical texts of great depth and relevance. Nature composes a unifying thematic core for his work, and is implicit throughout the author’s entire work. In this paper, we seek to establish the main tendencies of his Evolutionism, both from the positive and metaphysical points of view. On his last work (Tendências gerais da filosofia na segunda metade do século XIX), the author talks about "good" as the fundamental principle of all human actions and of nature itself: the last word of nature is written by the human consciousness whenever a good action is performed. This opens the door to a spiritual Evolutionism and explains the moral world view that we can find in Antero de Quental's thought.
Resumo:
Dissertação de Mestrado, Ciências da Comunicação (Jornalismo), 22 de Janeiro de 2013, Universidade dos Açores.
Resumo:
In the hustle and bustle of daily life, how often do we stop to pay attention to the tiny details around us, some of them right beneath our feet? Such is the case of interesting decorative patterns that can be found in squares and sidewalks beautified by the traditional Portuguese pavement. Its most common colors are the black and the white of the basalt and the limestone used; the result is a large variety and richness in patterns. No doubt, it is worth devoting some of our time enjoying the lovely Portuguese pavement, a true worldwide attraction. The interesting patterns found on the Azorean handicrafts are as fascinating and substantial from the cultural point of view. Patterns existing in the sidewalks and crafts can be studied from the mathematical point of view, thus allowing a thorough and rigorous cataloguing of such heritage. The mathematical classification is based on the concept of symmetry, a unifying principle of geometry. Symmetry is a unique tool for helping us relate things that at first glance may appear to have no common ground at all. By interlacing different fields of endeavor, the mathematical approach to sidewalks and crafts is particularly interesting, and an excellent source of inspiration for the development of highly motivated recreational activities. This text is an invitation to visit the nine islands of the Azores and to identify a wide range of patterns, namely rosettes and friezes, by getting to know different arts and crafts and sidewalks.