A framework for creating new tessellations from a basic starting point. Crease patterns can be downloaded as a PDF booklet.
An evaluation of Fujimoto's place in origami history on the eve of the 100th anniversary of his birth.
The journey of young origami enthusiasts to reach the pinnacle of an international science and technology event.
Two different folding sequences to arrive at almost the same box.
Deconstructing the Fortune Teller to make a decorative, functional pentagonal version.
Musings on art, kitsch, mathematics and the creative process. And lots of diagrams.
The second part of an article about Krystyna Burczyk’s creative process with more diagrams to download.
An essay on the design possibilities of multiple blintzes.
A “Hobbit”-worthy dragon to fold and a discourse on various blintzed bases and their usefulness.
Just like her motto, "Modulars are symbolic for ‘connections’ (in all senses)," José connects to many people through origami with her beautiful modulars. Practicing origami for more then 40 years, she begins her story at a Fröbel school and brings it to the present with Facebook.
It is strange to find a younger, probably better, version of yourself. Michał is highly prolific in a rare genre of origami — tessellation. As always, this is a story about creation, revealed in nine questions that unveil the workings of this origami designer.
I present to you one of the top origami artists in Israel. Ben has been designing for the last seven years, and the ease of his approach will make you say "I can do it as well!". As always, nine questions, nine images, and a Daffodil diagram!
The title is "Counting Wings", but the diagrams are for a dog by Beth Johnson to usher out the Year of the Dog. Read the lovely text to understand the meaning of the title and to gain some insight into Beth's design approach.
Mi Wu designs masterly bicolor models and is leading an effort to make the artistic creations of origami designers from China known to the world.
A technique that I discovered sometime during 2015-2017, which I will call the "cupboard fold spacer." It creates a small gap in a unit, for example one in the center-line of a Sonobe unit.
Dave shares with us the history of how his foxhound design came about in 1975. The article also includes a video tutorial and diagrams for a running and sitting version of the dog respectively.
While scrolling down on Facebook, an image of a feathered tsuru nestled on the palm of its creator froze my index finger, and I knew I had a new candidate for the ODS series. The best part of it – you will really get to know the guy, since his answers are long and insightful indeed!
Viviane Berty describes the inner joy of origami design and the beauty of origami designs that gives prominence to the paper and its texture.
Once again, the simple process of asking ten questions reveals the true identity of a designer, who in this case still is not sure if he is one. For me, the most interesting phase is just before you are brave enough to define yourself as an artist. Read more to see if you can notice this thin line.
Kate Lukasheva offers a very interesting Q&A on pre-scoring machines.
The genesis and execution of the Convention for Creators, held in Lyon, France, in July, 2017.
Here is a creator who knows exactly what she loves to do. In an area that seems extremely narrow, Rebecca stretches its borders to the horizons, and creates many variations on a single theme – pots.
Francesco Mancini offers us a simple tulip to fold for spring and discusses how he and Gay Merrill Gross were inspired independently to create the same model.
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This articles shows how to construct arbitrary square grids via folding alone, using Haga's First Theorem.
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This article explores several variations in a square twist crease pattern that may be achieved simply by varying the mountain/valley assignment of the same underlying crease pattern.
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In origami we frequently need to find an \(n\)th of a paper, often in order to divide it into an \(n \times n\) grid. This article generalizes a common technique for finding references and provides some insight into the geometric properties of paper.
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Diagrams for an octagonal star with color change, from a single uncut square. Also included is a variation of the star.
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This article tells the tale of the higher spheres of oranges and apples: How I got there, and how to make them.
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A copy of the long-lost chapter on design from "The Complete Book of Origami."
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Two 3D tessellations: a brick wall and an octahedral-tetrahedral truss network.
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Diagrams for a not-super-simple, not-super-complex dragon, seeking to find a middle ground in dragon complexity.
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A sunk-side elbow design is used to create a variety of models: Star Block models in particular. This method has the potential for much creative work!
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Toyoaki Kawai’s method of making a pentagon from a square is a widely used one. This article demonstrates how to extend his method to a decagon and shows examples of transpositions of well known designs to pentagons and decagons.
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An essay about origami designer Seth Friedman's experiences involving reading and folding from Crease Patterns.
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An article about folding images using large grids and hundreds of reverse folds.
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Curved-crease origami can be designed by considering the properties of ruling lines, lines on the crease pattern that remain straight in the 3D folded form. This technique was developed by David Huffman, who identified conic section curves has being particularly suitable for curved-crease designs. Two examples using ellipses are given as crease patterns.
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A crease pattern for a box-pleated dragonfly.
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This article aimed at novice folders examines the design and folding process for geometric bowl and vase models characterized by a series of curved pleats.
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This month's crease pattern folds a symmetric subject on an inherently unsymmetric base.
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A hex-pleated design for a long-legged katydid with some discussion of the design principles.
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An interview with two pioneers of modular woven polypolyhedra.
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Tubis and Sprung show that the same starting shapes used previously to create generalized masu boxes [Tubis and Pooley 2012] can be used to produce \(n\)-pointed 3D stars.
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Tubis and Pooley explore \(n\)-sided generalizations of the masu and one of its many decorative-lids. Detailed video instructions are provided at the Origami Player site.
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A pleated cone sliced by multiple planes creates this geometric model reminiscent of a breaking wave.
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A rotationally symmetric geometric shape, folded from a hexagon, based on Jeannine Mosely's "Bud".
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This article describes techniques for finding reference points for models with square root of two ratios which are commonly found in 22.5 degree designs.
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Design and folding instructions for one of the 54 polypolyhedra using dollar bills.
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Crease pattern and design notes for a complex asymmetric waterdragon.
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Explore hex pleating further with this long- and variable-length-legged spider design.
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The first in a series, analyzing crease patterns. In this article, we take a big picture look at a Werewolf designed by <a href="http://www.flickr.com/photos/53465278@N02/" target="blank">Jacob Rossman</a>.
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This crease pattern introduces a new form of uniaxial base design, called <i>hex pleating</i> and describes how to use technique technique.
Course information for an MIT graduate course in Geometric Folding Algorithms.
A review of a book which pays tribute to the inspiring and unrivaled legacy of one of origami's greatest masters.
This article gives a nice overview of the types of tessellations there are, and how to create one yourself.
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Follow the design of this uniaxial box-pleated design from start to finished, fully assigned crease pattern. Then try your hand at folding it.
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A case study of a commercial origami project.
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Crease pattern, diagrams, and design notes for a convertible created for a car design challenge.