Gnomon algorithm

From Gnomon Chronicles
Revision as of 18:21, 28 November 2018 by Admin (talk | contribs)
Jump to navigation Jump to search

The Gnomon algorithm is a family of mathematical functions (nonfiction) which convert computation (nonfiction) into force (nonfiction).

Mathematicians use Gnomon algorithm functions for a variety of purposes:

In the News

File:Spinning_Thistle.jpg|link=Spinning Thistle (nonfiction)|2018: Steganographic analysis Spinning Thistle unexpectedly reveals a previously unknown Gnomon algorithm function.

File:Green_Spiral_9.jpg|link=Green Spiral 9 (nonfiction)|2017: Steganographic analysis of Green Spiral 9 unexpectedly reveals two terabytes of previously unknown Gnomon algorithm functions.

File:Matteo_Ricci.jpg|link=Matteo Ricci (nonfiction)|1600: Priest and mathematician Matteo Ricci publish his groundbreaking translation of Euclid's Elements into Gnomon algorithm statements.

File:Galileo_E_pur_si_muove.jpg|link=Galileo Galilei|Physicist and crime-fighter Galileo Galilei, imprisoned on trumped-up charges, uses nail to scratch the equation E pur si muove on dungeon wall; in the process, he discovers a deliberately concealed Gnomon algorithm function which proves his innocence. Although Galileo's accusation that the function was stolen and concealed by the Forbidden Ratio is widely believed to be true, no proof has emerged that the Ratio or its degenerate cases were involved.

File:Yanghui triangle.gif|link=Rod calculus (nonfiction)|1257: First known use of Yui's triangle to compute Gnomon algorithm functions.

File:Enrico Fermi 1943-49.jpg|link=Enrico Fermi (nonfiction)|Enrico Fermi discovers new form of Gnomon algorithm, uses it predict and prevent crimes against mathematical constants.

File:Charles Sanders Peirce in 1859.jpg|link=Charles Sanders Peirce (nonfiction)|Charles Sanders Peirce invents new variety of Gnomon algorithm, anticipates future work by Ernst Schröder.

File:Guo_Shoujing_studies_the_Pleiades.jpg|Guo Shoujing (nonfiction) studies the Pleiades, discovers new form of Gnomon algorithm.

Fiction cross-reference

Nonfiction cross-reference