碎形看不見的風景,3D影像裝置,5'33",2019
在客觀中，數學概念必須被認為是永恆的實體，並且在它們第一次被人類感知的那一刻不被認為是被召喚出來的。數學物理學家羅傑·潘洛斯《 通向真實之路》。
宇宙法則的完整指南。在我的藝術與自然哲學，尋找將我們無法直接感知的現象形象化和聲音化的方法。我相信自然與其每一層的訊息都有聯繫，從存在於時間和物理空間之外的數學開始，經過物理學、基因，再到藝術和技術。世界很大一部分存在於物質之外。這樣的領域之一是數學。數學上的碎形物大多存在於物理空間之外，但可以透過藝術和技術手段具體化，例如數字可被視覺化和聲化、數位印刷、3d 列印。我使用這種方法在 “碎形看不見的風景” 計畫中創作藝術和設計作品。
安德烈亞斯·古斯科斯
藝術、理學博士和副教授。在藝術、建築、設計領域工作。作品曾在波蘭、德國、烏克蘭、捷克、希臘、意大利、阿拉伯聯合大公國、美國、台灣、香港、中國、以色列和日本展出。波蘭斯賽新藝術學院視覺藝術系主任。藝術、科學和技術發展 MEDEA 協會主席。國際藝術、科學和技術跨學科研討會 MEDEA 的發起人和開發者。
Fractals Unvisible Landscapes, 3D fractals animation, 2019
Objective mathematical notions must be thought as timeless entities and are not to be regarded as being conjured into existence at the moment that they are first humanly perceived. Roger Penrose, The Road to Reality. A complete Guide to the Laws of the Universe. In my art and design activity I am referring to natural philosophy, searching for ways to visualize and sonify phenomena that are unavailable directly to our perception. I believe that nature is connected with information on each of its layers, starting from mathematics that is existing beyond time and physical space, going through physics, genes, memes to art and technology. Large part of the world is existing beyond matter. One of such domains is mathematics. Mathematical objects such as fractals exist mostly beyond physical space, but can be materialized by art and technical means, such as digital visualization and sonification, digital print, 3d print. I use such methods to create art and design works in the project Fractals, Unvisible Spaces.
Andreas Guskos (PL)
PhD D.Sc. Andreas Guskos, Associate Professor Phd and D.Sc. in Art. MA Eng. In Architecture Working in the fields of Art, Design and Architecture. Exhibited and presented his works in Poland, Germany, Ukraine, Czech Republic, Greece, Italy, UAE, USA, Taiwan, Hongkong, Mainland China, Israel and Japan. Dean of Visual Arts, Academy of Art in Szczecin, Poland. President of the Association for the Support of Art, Science and Technology Development MEDEA. Originator and developer of the International Interdisciplinary Symposia on Art, Science and Technology MEDEA.