All this talk about sharing space between characters in a tessellation has made me think of the word “symétruc”, which I coined a few years ago in a discussion with Jeff Weeks, American mathematician and KaleidoPaint app programmer. My original intention was for a word better than the French “pavages”, or “dallages”, which to me aludes to floor tiles, patio stones or asphalt pavement, rather than graphic art. Tessellation can be used in French, I’ve since found out. Continue reading
On the theme of ‘multiple sharing’ (as with ‘Mountain Biker’), are you familiar with the work of Raoul Raba in Zoo Mathématique? He has occasional examples. As a concept, there are not too many artists using this idea in their tessellation work. The premise of ‘economy’ is a pleasing one. Continue reading
Yes, another mountain biker. But this one drawn in symmetry system P6, that’s one 6-point rotation, one 3-point rotation and one 2-point rotation. Have a careful look at those bike wheels. They are being shared by multiple bikers. Bike Sharing, very popular these days.
Clocks back one hour tonight. Spring forward — Fall Back. This symmetry design is built using a simple glide reflection all the way along the line. Resting dogs, using their buddy’s butt as a pillow. Continue reading
I will be showing some tessellation prints at the Board Game House in Nanaimo, for the next two months. Hanging of the artwork is October 28, 2017 – the show concludes at the end of December. Come see. Widen your perception of the fine line between art and math. Stretch your imagination with a bit of geometry, symmetry. Humor and funny characters too. Continue reading
One Tessellation a Day, for 30 Days! Ya, right.
I thought maybe it would be a cool idea to challenge myself to do a tessellation a day for 30 days. Maybe in a few decades when my teacup is not overflowing.
I must point out the difference between a tessellation and a pattern, as in cloth, tiles or wallpaper. They both use the same symmetry rules for filling space. But in the case of tessellations, your aim is to reduce negative space, empty areas, to zero. Where every single square inch is used up by a recognizable figure. Continue reading
Below is the original OmegaBoy sketch, drawn four and a half years ago already. Since I found the KaleidoPaint app, I’ve come up with about one nested shape a week, that’s over 250 tessellations, fully interlocking designs. It must be an obsession! Still much to learn. Never stop learning. Continue reading
These ocean-side tessellation topics are dear to my heart since we moved to the Island, a decade ago already. The weather is wonderful, winter and summer, those year-round hikes — local, beautiful, plentiful, varied. Continue reading
I had a quick look through all of my #tessellations from the past years and came up with a list of 30 “Family-Friendly” topics. Most of these are from the animal kingdom. Safe topics for the kids. And many kids encounter the art of tessellations either through their art class or their math class in grade school. They relate to the art style quite well. Continue reading
There is a very cool feature in iOrnament, the app animates the steps used to create your #tessellations. It is interesting to see the path used to achieve the end result; not always a straight line. I think #MCEsher would have been fascinated! Continue reading
A new App called “iO Crafter” on the iPad has just come out, from Jürgen Richter-Gebert. Using it to deform into spirals is where my interest lies. As well, it has other functions to deform your images: build a platonic solid; build a kaleidocycle; view a kaleidoscope; hyperbolic kaleidoscope; and conformal maps. Continue reading
For the longest time, I resisted the need to add more colour, different colours, to my tessellations. I wrote before about this need, Recolouring a tessellation. Here are a few samples of my newly transformed prints. And some notes about my findings on the topic of colour in tessellations. Continue reading
I’ve resisted for a long time to recolour my #tessellation drawings. They are after all, supposed to be identical tiles by their true definition. In my opinion, it is good to have a bit of a challenge in deciphering a tessellation. Continue reading