Sailing is a pleasure of life

We all love sailing on the ocean. This is one of the pleasures that every human should have to spend a wonderful moment with friends and family and enjoy nature. Unfortunately, not many people have…

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Procedural Drawing

This text is an updated & extended version of a post from my doctoral research blog, entitled “Procedural Drawing”, written in 2014

Rangoli (South India)

A Lindenmayer grammar is fully defined by an initial axiom and a set of one or more transformation rules. The initial axiom consists of a “string” of characters (e.g., alphabetic letters, punctuation, etc.). Each transformation rule gives a set of characters to search for in an axiom, and a set of characters to replace the original characters with. Applying all of the transformation rules to the initial axiom produces a new axiom. The rules can then be applied to this second axiom to produce a third axiom. Applying the rules to the third axiom produces the fourth, and so on. Each application of the transformation rules is called an iteration of the grammar.

Pen Drawing from the Course: Attila Somos was experimenting on how to formalize & define recursion
Pen Drawing from the Course: Marcell Török gave instructions to synchronize your length of line with the time you are breathing in and breathing out
Predictions for a simple circle-like curve, from the Sketch RNN database, in the “bird” category. Each drawing starts with the same circle shape (usually ends up as the head), which is then completed by the network. The process can be thought as steps within the exploration of the latent space
Our PolarGraph in action
Variations for single line topologies (images: Bence Samu, Agoston Nagy)

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