concepts

17 articles

• A and B Quanta Modules — The A and B Quanta Modules are the two irregular tetrahedra, each 1/24 the volume of a regular tetrahedron, from which Fuller assembles every symmetric form in synergetics and by which its volumes resolve into whole numbers.
• Closest Packing of Spheres — Closest packing is the physical fact that equal spheres nest most densely as twelve around one nucleus, forming the vector equilibrium — the experiential origin from which Fuller derived the whole of Synergetics.
• Collection Registry — Landing page for the Buckyverse holdings registry, pointing to the overview, schema, record types, and receipt conventions, and listing what the registry tracks.
• Collection Registry Overview — Explains the purpose of the Collection Registry, where its files live, and the naming and field conventions used to track Buckyverse holdings as structured records.
• Collection Registry Schema — Defines the Collection Registry record schema: the BV record ID format, the supported record types, the core metadata fields, and the allowed status values.
• Design Science — Design Science is Fuller's problem-solving discipline—Comprehensive Anticipatory Design Science—of applying generalized principles and whole-system thinking to serve all humanity.
• Froebel's Gifts — The sequenced set of geometric play objects Friedrich Froebel designed for his kindergarten, credited with shaping the spatial intuition of modernist designers including the young Buckminster Fuller.
• Fuller's Coined & Redefined Terms — A plain-language dictionary of ~55 of Buckminster Fuller's coined and redefined terms — words he invented outright (Dymaxion, tensegrity, ephemeralization, livingry, GRUNCH) and ordinary words he bent to his own meaning (Universe, system, precession, wealth, integrity). Each entry leads with an accessible definition, gives the etymology/derivation where it illuminates, and links to the Buckyverse articles where the term lives. The on-ramp to Fuller's private language; for exhaustive card-by-card definitions in his own words, see the Synergetics Dictionary dataset.
• Goldberg Polyhedron — A convex polyhedron of twelve pentagons and any number of hexagons with icosahedral symmetry — the geometric dual of the geodesic sphere and the shape underlying buckminsterfullerene.
• Goldberg–Coxeter Construction — A graph operation that subdivides polyhedral faces with a lattice of triangles, squares, or hexagons, unifying and generalizing the mathematics behind Goldberg polyhedra, geodesic domes, and fullerenes.
• Isotropic Vector Matrix — The all-space-filling lattice of equal-length vectors joining the centers of closest-packed unit-radius spheres, which Fuller adopts as nature's own coordinate framework in place of the XYZ cube.
• Jitterbug Transformation — The symmetrical contraction in which the vector equilibrium twists inward and collapses through the icosahedron, octahedron, and tetrahedron — Fuller's articulable model of structural phase change.
• Receipts — Defines receipts as private source records for acquisition evidence and the conventions for storing, naming, and linking them from collection record pages.
• Record Types — Lists the library-facing record types used in the Collection Registry and maps each to its controlled nomenclature term, with example BV record IDs.
• Tensegrity — Tensegrity is a structural principle of isolated compression members suspended within a continuous network of tension, a term Fuller coined in the 1960s.
• Truncated Octahedron — The truncated octahedron is a 14-faced Archimedean solid that Buckminster Fuller called the 'mecon,' composed of eight hexagonal and six square faces.
• Vector Equilibrium — Fuller's name for the cuboctahedron formed by twelve spheres closest-packed around one — the zero-phase equilibrium in which radial and circumferential vectors are equal, serving as his reference frame of structure.