umatha: links
A verified research trail for umatha's Art Blocks projects, token records, traits, circulation, and mathematical context.
In the AB[500]: Art Blocks
Art Blocks records Ode to Penrose as a 300-work Factory project released on May 2, 2022.
Ode to Penrose ↗Art Blocks identifies umatha and lists Ode to Penrose and Ad Extremum Terrae.
umatha ↗Art Blocks preserves Ad Extremum Terrae output 6 and its collection-level attribute frequencies.
Ad Extremum Terrae 6 ↗Art Blocks preserves Ode to Penrose output 9 as part of umatha's Factory series.
Ode to Penrose 9 ↗Auctions and catalogues
OpenSea records the 200-work Ad Extremum Terrae collection, its January 2023 launch context, and its traits.
Ad Extremum Terrae ↗OpenSea's exploration view catalogues individual Ad Extremum Terrae outputs and recent sales.
Ad Extremum Terrae explore ↗OpenSea's holders view documents collection ownership distribution alongside the collection's trait categories.
Ad Extremum Terrae holders ↗OpenSea's traits view enumerates palettes, scenes, backgrounds, coloring styles, and storm states.
Ad Extremum Terrae traits ↗OpenSea's activity view preserves sales, mints, transfers, listings, and offers for the collection.
Ad Extremum Terrae activity ↗Deca preserves an Ad Extremum Terrae output with creator, collection, traits, contract details, and provenance.
Ad Extremum Terrae 134 ↗Museums and institutions
The Bridges Mathematical Art Galleries presents Teja Krašek's work with Penrose tiles, symmetry, self-similarity, and perceptual ambiguity.
Teja Krašek ↗The Bridges Mathematical Art Galleries documents Douglas G. Burkholder's sculptural investigation of pseudo-Penrose tiling.
Douglas G. Burkholder ↗The 2015 Bridges Conference archive situates mathematical artworks within a juried institutional exhibition.
Bridges Conference ↗Essays, talks and contextual research
The Art of Space Filling examines the construction of images within traditional tessellations, Penrose tilings, and fractals.
The Art of Space Filling ↗The Bridges paper introduces fractal pavers derived from inflation of a Penrose tiling for two-dimensional and three-dimensional assemblies.
Using Inflation to Lay a P3 Tiling ↗The Bridges 2021 proceedings index situates the P3 tiling paper within research spanning mathematics, art, music, architecture, and culture.
Bridges 2021 ↗The Bridges 2022 proceedings include research on Penrose arrangements and quasiperiodic structures in art and design.
Bridges 2022 ↗Profiles and archives
Raster aggregates umatha's tokenized works across platforms.
Raster ↗The Bridges Archive describes itself as a repository of papers published through the annual conference on art and mathematics.
Bridges Archive ↗