Top 10 similar words or synonyms for foldability

drapability    0.768478

collapsibility    0.748470

bendability    0.737832

stackability    0.734821

stretchability    0.723390

pliability    0.720793

sturdiness    0.716551

packability    0.709724

extendability    0.697752

squeezability    0.697733

Top 30 analogous words or synonyms for foldability

Article Example
Origami The practice and study of origami encapsulates several subjects of mathematical interest. For instance, the problem of "flat-foldability" (whether a crease pattern can be folded into a 2-dimensional model) has been a topic of considerable mathematical study.
Pizza box The first patent for a pizza box made of corrugated cardboard was applied in 1963 and it already displayed the characteristics of today's pizza packaging: plane blanks, foldability without need of adhesive, stackability and ventilation slots. The combination of such slots along with water vapour absorbing materials (absorption agent) prevented the humidity build-ups that characterized traditional transport packaging.
Mathematics of paper folding The art of origami or paper folding has received a considerable amount of mathematical study. Fields of interest include a given paper model's flat-foldability (whether the model can be flattened without damaging it) and the use of paper folds to solve mathematical equations.
Bike Friday The Bike Friday travel bike emphasizes riding characteristics rather than foldability. It packs into a suitcase and "rides like your best bike" according to Ed Pavelka, former senior editor of "Bicycling" magazine. The company history says they sought to invent a packable bicycle that rode well over serious distances, loaded or unloaded, to save airline baggage fees.
Kawasaki's theorem Kawasaki's theorem, applied to each of the vertices of an arbitrary crease pattern, determines whether the crease pattern is locally flat-foldable, meaning that the part of the crease pattern near the vertex can be flat-folded. However, there exist crease patterns that are locally flat-foldable but that have no global flat folding that works for the whole crease pattern at once. conjectured that global flat-foldability could be tested by checking Kawasaki's theorem at each vertex of a crease pattern, and then also testing bipartiteness of an undirected graph associated with the crease pattern. However, this conjecture was disproven by , who showed that Hull's conditions are not sufficient. More strongly, Bern and Hayes showed that the problem of testing global flat-foldability is NP-complete.