Запостил недавно на реддите ответ, изначально вопрос был про соприкосновения art и math, но также в вопросе просили разъяснений по книжке Делёза про складки и Лейбница, решил сюда тоже продублировать, чего добру пропадать:
If we talk about maths, you could better check out these pages:
https://en.wikipedia.org/wiki/Mathematics_of_paper_folding (so, it's about origami)
There' also a PBS documentary about origami called "Between the Folds" - https://www.youtube.com/watch?v=aFrDN5eYPOQ
https://arxiv.org/abs/1608.00152 - The mathematics of taffy pullers (btw, try to search on youtube "taffy pullers")
Folding also appears in strange or chaotic attractors - http://sprott.physics.wisc.edu/stretch.htm and http://www.scholarpedia.org/article/Chaos_topology#Four_different_templates
Folds appear in the theory of singularities ("catastrophe theory"): Fold catastrophe - https://en.wikipedia.org/wiki/Catastrophe_theory#Potential_functions_of_one_active_variable; there's actually another singularity named "swallowtail", and it inspired Dali to make a painting https://en.wikipedia.org/wiki/The_Swallow%27s_Tail
(далее - более слабая часть ответа)
If we talk about philosophy and Deleuze:
Deluze is not the easiest philosopher to understand. The terminology that he uses is never static, it's always changing, from book to book, from interpreter to interpreter.
You can try to search for Deleuze dictionaries, e. g. - https://www.simonosullivan.net/articles/deleuze-dictionary.pdf - here's an overview of the fold.
There's a seminar by Deleuze, translated into English - https://deleuze.cla.purdue.edu/seminars/foucault/lecture-25 - where he also speaks about avant-garde music by Boulez "Pli selon pli" (Fold by fold)
If you are interested in contemporary philosophy discussion of this concept, then you can try to check out this seminars about the fold - https://www.youtube.com/watch?v=3spbzZz4nf8, also including discussions of Simondon's works (this first one is for free, others are hidden by paywall)
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