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=== Goals === | === Goals === | ||
* Learn to use and create functions in processing | * Learn to use and create functions in processing | ||
* Basics of determinism, randomness and pseudo-randomness | |||
* Learn about random distributions | * Learn about random distributions | ||
* Learn about noise functions | * Learn about noise functions | ||
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==== Art ==== | ==== Art ==== | ||
* [http://cyberneticzoo.com/mazesolvers/1952-%E2%80%93-theseus-maze-solving-mouse-%E2%80%93-claude-shannon-american/ Claude Shannon's Theseus] in [https://books.google.de/books?id=3VUEAAAAMBAJ&pg=PA45 in Live Magazine] and [http://cyberneticzoo.com/wp-content/uploads/2010/04/Shannon-Maze-PopSci_Mar19521.pdf Popular Science] | |||
* [https://www.flickr.com/groups/roomba/ Roomba Art Group] on Flickr | * [https://www.flickr.com/groups/roomba/ Roomba Art Group] on Flickr | ||
* [https://www.flickr.com/photos/sergioalbiac/albums/72157625497147722 Drawn not Void] by Sergio Albiac (2010) | * [https://www.flickr.com/photos/sergioalbiac/albums/72157625497147722 Drawn not Void] by Sergio Albiac (2010) | ||
Revision as of 20:27, 14 September 2016
Meandering Curves
Introduction
Meander Construction by Symmetry Breaking (Stübel)
About
This lecture provides an overview of the course and meanders through space and time.
Goals
- Overview of the course
- History of meanders in nature and design
- Basic understanding of generative coding
- Basic understanding of self organisation
Inspiration
Nature
- Harold Fisk: Mississippi Maps (1944)
- Daniel E. Coe: Willamette River, Oregon (2013)
Culture
- Alois Raimund Hain: Mäander, Kreuze, Hakenkreuze (1852)
- Owen Jones: The Grammar of Ornament (1856)
- koFactorLab: Super-Flexible Laser-Cut Plywood (2015)
Art
- Anni Albers: Red Meander (1954)
- Anni Albers: Intersecting (1962)
- Anni Albers: Under Way (1963)
- Wilson Thomas: Tramarada Font (2011)
Literature
Meanders
- Hans-Henrik Stølum: River Meandering as a Self-Organization Process (1996)
- Jeffrey Ventrella: Brain-filling Curves: A fractal Bestiary (2012)
- Jenny Sabin: Meander: Variegating Architecture (2010) — ISBN 978-0415424271
Lines
- Tim Ingold: Lines: a brief history (2007) — ISBN 978-0415424271 (hint: google it)
- Wassily Kandisky: Punkt und Linie zu Fläche (1926)
Labyrinths and Mazes
- William Henry Matthews: Mazes and Labyrinths: A general Account of their History and Developments (1922)
- Herrmann Kern: Labyrinthe (1999) — ISBN 978-3791306148
- Sam McElhinney: Labyrinths, Mazes and the Spaces inbetween (2009)
- Casey Reas: 10 PRINT (2012) — ISBN 978-0819426529 or PDF
Science
- E.Gail Hutchinson and Janet M.Thornton: The Greek key motif: extraction, classification and analysis (1993)
Collaborative Drawing
About
In this lecture we will draw curves using everything from paper to online tools.
Goals
- Learn about algorithms
- Learn about constraints
- Design your own algorithm
Sol Lewitt
Sol Lewitt's Walldrawing from the Do It Exhibition (2001):
- A black not straight line is drawn at approximately the center of the wall horizontally from side to side.
- Alternate red, yellow and blue lines are drawn above and below the black line to the top and bottom of the wall
More walldrawings in this retrospective.
Conditional Design
- Studio Moniker: Conditional Design Website
- Studio Moniker: Conditional Design Workshop (2013)
- Studio Moniker: Conditional Design Keynote (2015)
Hypercomics
- Ted Nelson: Computer Lib / Dream Machines (1974) feat. Hypercomics
- Scott McCloud: Infinite Canvas (2009)
Collaborative Canvas
- Wikipedia: Exquisite Corpse
- Hannes Niepold und Hans Wastlhuber: cOiNTEL (2000) — a collaborative hypercomic
- Ralph Schulz: Super Free Draw (2010)
- Xavier Barrade: Epic Exquisite Corpse (2011)
- Aaron Koblin: This Exquisite Forest (2012)
- Ai Weiwei and Olafur Eliasson: Moon (2013)
Connection Games
- Wikipedia: Hex Board Game
- Cameron Browne: Connection Games: Variations on a Theme (2003) — ISBN 978-1568812243
- John Conway: Winning Ways for Your Mathematical Plays (1982) — Gewinnen: Strategien für mathematische Spiele
Tiling Systems
- Dominique Douat: Méthode pour faire une infinité de desseins differens (1722)
- Keith Haring: Drawings for Multiple Figures from 8 Seperate Tiles (1982)
- BoardGame Geek: Games inspired by Truchet Tiles
Reading Lists
Random Walks
John Venn The Logic of Chance (1888)
About
In this class we will learn how to use randomness to create curves.
Goals
- Learn to use and create functions in processing
- Basics of determinism, randomness and pseudo-randomness
- Learn about random distributions
- Learn about noise functions
Links
- Walking on Real Numbers
- Visualizing Randomness (Anti-Dataviz)
Art
- Claude Shannon's Theseus in in Live Magazine and Popular Science
- Roomba Art Group on Flickr
- Drawn not Void by Sergio Albiac (2010)