⏱ Reading Time: 1 minute
156 words
·
1 min read
·
7 paragraphs
Invent Deposition #2795 · © 2017 Christopher Gabriel Brown
Long before it became Mathematical Depositions – Proof of Function 3: Entropic Bridge Mathematics , this idea was written down and copyrighted in 2017 as Invent Deposition #2795 :
“Periods of meaning are the scales of numbers followed by the numerical relations of places and points of vector annotations by giving a certain number of periods or specific symbol in a sequence to translate as an equation.”— © 2017 Christopher Gabriel Brown
Original 2017 entry preserved in the Internet Archive snapshots of buyinvent.com .
It has since graduated from a one-line idea into an engineered product.
→ See where it graduated: Mathematical Depositions – Proof of Function 3: Entropic Bridge Mathematics
Provenance: published 2017 in the Invent Depositions collection; part of an intellectual-property portfolio with U.S. patent applications dating to 2012; independently timestamped by the Internet Archive. First to market — documented public offering, not a determination of patent priority.
Cite this article
Copy one of the formats below:
AP
chris. "The Origin of Mathematical Depositions – Proof of Function 3: Entropic Bridge Mathematics — 2017 Invent Deposition #2795." LCUS, June 13, 2026. https://cri-one.com/blog/2026/06/13/the-origin-of-mathematical-depositions-proof-of-function-3-entropic-bridge-mathematics-2017-invent-deposition-2795/
Copy
APA
chris. (2026). The Origin of Mathematical Depositions – Proof of Function 3: Entropic Bridge Mathematics — 2017 Invent Deposition #2795. LCUS. https://cri-one.com/blog/2026/06/13/the-origin-of-mathematical-depositions-proof-of-function-3-entropic-bridge-mathematics-2017-invent-deposition-2795/
Copy
MLA
chris. "The Origin of Mathematical Depositions – Proof of Function 3: Entropic Bridge Mathematics — 2017 Invent Deposition #2795." LCUS, June 13, 2026, https://cri-one.com/blog/2026/06/13/the-origin-of-mathematical-depositions-proof-of-function-3-entropic-bridge-mathematics-2017-invent-deposition-2795/.
Copy