Friday, 16 April 2021 03:35 GMT

Scott Tezlaf, American Expatriate, Mathematician, Announces New Mathematical Finding to Create Stunning Visual Displays with Projective Geometry and Number Theory

(MENAFN - GetNews) In a first for non-fungible tokens, the mathematical discovery of a unique fractal by mathematician and artist Scott V. Tezlaf has been minted as a digital art series and posted this week for auction on the platform. A portion of the proceeds will be donated to support the latest efforts in carbon sequestration technology.

Scott Tezlaf, an American expatriate, mathematician, artist, and musician, has announced the prospects of an exciting mathematical finding. The details of which have been tokenized and put up for auction  on the growing platform, Tezlaf's ingenuity has brought about another first in the budding digital movement of NFTs, or non-fungible tokens.

Tezlaf's intriguing discovery surrounds a geometric figure, or a multifaceted fractal, that is expected to have considerable mathematical and scientific significance, as he documented in his detailed research pre-print, 'On Ordinal Dynamics and The Multiplicity of Transfinite Cardinality. Available for free on Cornell University's arXiv website, the exclusive research pre-print  delves into topics of projective geometry and number theory, and shows how the multifaceted fractal appears as an extending landscape of infinite octahedra in perfect alignment visually, with each octahedron, shaped like a double-pyramid, resembling the Ethereum cryptocurrency logo—a profound coincidence owing to the title of his new cryptoart series, Endless Ether. The stunning piece of digital artwork features looping videos of intricate geometric shapes, which spin and shift in satisfying uniformity as part of a captivating display.

Tezlaf conducted the research underlining his work in the evenings after teaching physics and mathematics at the prestigious Kumon Leysin Academy of Switzerland. A skilled painter and digital artist, Tezlaf was eager to make his findings accessible to the public through this new digital art series and auction. A portion of the proceeds will be donated in support of the latest efforts in carbon sequestration technology.

'It would be exciting if I were able to go back in time and buy, say, the Sierpinski triangle or Mandelbrot set when they were first discovered, remarked Tezlaf. 'But now, someone has an opportunity to claim a bit of history like that."

To learn more about Tezlaf's journey, read his latest work on Medium: 'How I Discovered a Fractal… and a Bizarre New World .

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