Event 1   

 On April 11, 2022, I attended a zoom event about interactive art—connecting to each other and to ourselves. Scott Snibbe is an interactive media artist, entrepreneur, and meditation instructor. Users can produce geometric figures on-screen in interactive arts as their hands move simple drawing tools. The motion phone records the user’s movements and converts them to the movement of abstract shapes on the screen. Whether using networked computers or the internet, whether here or distributed around the world, Assorted users can communicate and influence each other in a shared canvas of abstract movements. The pictures and animation thus create an almost hypnotic effect upon the viewer. Lastly, the program creates a form of bio-feedback.







    As Edwin Abbott described in his teachings, students seemed unprepared to understand the dimensions theories and found more nonsense in them than he had expected. (Section 21) The particular idea which began to cause most of the confusion was the vanishing point, or, as described by Marc Frantz, “the intersection of this special line of sight with the picture plane.” (2). This week I enjoyed learning the connections between math and art. Artists can translate the same concepts through their work that we see in mathematics. Mathematics is the bridge between science and art (Vesna).

    I really enjoyed this event because boundary functions are floors where people move on from the floor and lines. When one person walks, nothing happens. There’s no diagram without more than one person. Even though we call it a personal space, it’s changed by others and is defined by the relationship with others. When one person walks, nothing happens. There’s no diagram without more than one person. So, this psychological experiment can signify how people think about private spaces in different countries.

 

 

Abbott, Edwin Abbott. Flatland: A Romance of Many Dimensions, Section 21, 2022. Flatland (1884)

Frantz, Marc. Lesson 3: Vanishing Points and Looking at Art, page 2. Vanishing Points and Looking at Art

 

Vesna, Victoria. “Math Intro - Youtube.” Math Intro, UC Online, March 26. 2012, https://www.youtube.com/watch?v=eHiL9iskUWM.

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