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Full-Text Articles in Education
Refreshment For The Soul: A Phenomenological Study Of The Student Experience Of Beauty In School, Paul Reiff
Refreshment For The Soul: A Phenomenological Study Of The Student Experience Of Beauty In School, Paul Reiff
Dissertations
Prompted by the ratio-scientific emphasis in the curriculum, I conducted this study to explore the lifeworlds of students to understand their lived experience of beauty in school. This investigation entailed a phenomenological study, the method of which included in-depth interviews and focus group discussions with four high school students. This study aimed to examine the essence of beauty in the lived experience of students in school, to explore the perceptions of students regarding school as a place to appreciate beauty, and to understand the needs of students as a place that develops their aesthetic sensibilities. The findings include the description …
Art's Disclosive Dimensions: Reflections On The Work Of Peter London, Aaron Darrisaw
Art's Disclosive Dimensions: Reflections On The Work Of Peter London, Aaron Darrisaw
Artizein: Arts and Teaching Journal
When I initially came to this project, I vaguely remembered hearing of Peter London once before – in passing perhaps. Yet I knew nothing really of his art or his work as an educator. Each day I came into work, however, I was met with a series of very interesting correspondences, articles, conference presentations, lecture notes, and more that offered a thoroughgoing vision of art as a personally, socially, and spiritually transformative and enriching enterprise. The collection contained document after document of valuable contributions to the instrumental role that art can and does play in opening up individuals to their …
Wabi-Sabi Mathematics, Jean-Francois Maheux
Wabi-Sabi Mathematics, Jean-Francois Maheux
Journal of Humanistic Mathematics
Mathematics and aesthetics have a long history in common. In this relation however, the aesthetic dimension of mathematics largely refers to concepts such as purity, absoluteness, symmetry, and so on. In stark contrast to such a nexus of ideas, the Japanese aesthetic of wabi-sabi values imperfections, temporality, incompleteness, earthly crudeness, and even contradiction. In this paper, I discuss the possibilities of “wabi-sabi mathematics” by showing (1) how wabi-sabi mathematics is conceivable; (2) how wabi-sabi mathematics is observable; and (3) why we should bother about wabi-sabi mathematics