umatha: links

Art Blocks records Ode to Penrose as a 300-work Factory project released on May 2, 2022.

Art Blocks identifies umatha and lists Ode to Penrose and Ad Extremum Terrae.

Art Blocks preserves Ad Extremum Terrae output 6 and its collection-level attribute frequencies.

Art Blocks preserves Ode to Penrose output 9 as part of umatha's Factory series.

OpenSea records the 200-work Ad Extremum Terrae collection, its January 2023 launch context, and its traits.

OpenSea's exploration view catalogues individual Ad Extremum Terrae outputs and recent sales.

OpenSea's holders view documents collection ownership distribution alongside the collection's trait categories.

OpenSea's traits view enumerates palettes, scenes, backgrounds, coloring styles, and storm states.

OpenSea's activity view preserves sales, mints, transfers, listings, and offers for the collection.

Deca preserves an Ad Extremum Terrae output with creator, collection, traits, contract details, and provenance.

The Bridges Mathematical Art Galleries presents Teja Krašek's work with Penrose tiles, symmetry, self-similarity, and perceptual ambiguity.

The Bridges Mathematical Art Galleries documents Douglas G. Burkholder's sculptural investigation of pseudo-Penrose tiling.

The 2015 Bridges Conference archive situates mathematical artworks within a juried institutional exhibition.

The Art of Space Filling examines the construction of images within traditional tessellations, Penrose tilings, and fractals.

The Bridges paper introduces fractal pavers derived from inflation of a Penrose tiling for two-dimensional and three-dimensional assemblies.

The Bridges 2021 proceedings index situates the P3 tiling paper within research spanning mathematics, art, music, architecture, and culture.

The Bridges 2022 proceedings include research on Penrose arrangements and quasiperiodic structures in art and design.

Raster aggregates umatha's tokenized works across platforms.

The Bridges Archive describes itself as a repository of papers published through the annual conference on art and mathematics.

Artists may reuse this dossier's CC0 prose and verified bibliography on their own websites through the public AB5D API or MCP server. No key is required. Artwork rights remain with their respective artists and holders.

The API and MCP guide documents the available fields, browser fetch example, agent tools, attribution, licensing, and image-rights boundary.