Vera Molnar seemed like an interesting choice, so I decided to look at her work for this reflection. I first took a look at https://www.artsy.net/article/artsy-edi ... bstraction, which was provided in the links for this assignment. This takes a look at the late artist's work; she unfortunately passed away in 2023, just shy of her 100th birthday. Her algorithm work began in the 1960s with "Imaginary Machines," Where she would create rules for herself, like "Setting guidelines and restrictions that limited the set of possible marks and then creating iterations of a specific pattern or shape."
But this quickly progressed to actual machines after she found an early IBM. One such piece was Molnaroglyphes (1977 - 1978), which takes an orderly grid of squares and then deforms the image to create new images that are much more exciting, in my opinion.
I was able to find it after a quick Google search: https://www.centrepompidou.fr/en/ressou ... vre/car8G9
I also decided to take a look at her piece: "My mother's Letters." She took her mother's unique and beautiful script and used various geometric transformations to distort the original image. She, of course, apologized to her late mother in the paper she wrote about it afterward.
https://muse.jhu.edu/pub/6/article/607013/pdf
I love how her work takes the ordinary and transforms it to create new things based on established rules. There has been a lot of talk recently about how machine learning cannot create anything new, and these works nicely blend the line with that. It makes me wonder in parallel about the Ship of Theseus" thought experiment. At what point would you say a transformed object no longer resembles its original? There are many Topological ways to transform objects mathematically as well as artistically. Maybe not even just pictures, projecting audio into a visual medium could also work as a transformation. Perhaps one could take the music of the time period a particular art piece was created, translate it to a visual picture, and then use that to modify the piece. In my opinion, this would be a great area to research further.

