The Origin of Mathematical Depositions – Proof of Function 7: Recursive Growth Bound Analysis — 2017 Invent Deposition #3387

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Invent Deposition #3387 · © 2017 Christopher Gabriel Brown

Long before it became Mathematical Depositions – Proof of Function 7: Recursive Growth Bound Analysis, this idea was written down and copyrighted in 2017 as Invent Deposition #3387:

“My lzw algorithm isn t free “a fee for a free platform is essentially not happening. i invented the pd f and here is my quote.” either trust me or don’t. the fact of the matter is that like the pokemon there was a puzzle in the equation of how to market the product and make people interested in their service. for the pokemon there was a unique game that was interesting to children, children wanted to learn how to play pokemon and by the time they wanted to learn it they were actually wanting to learn how to read and do math at the same time. which is hard for any child. the document wars of now and then were started by the same token. word of mouth said to do it and then give it out… my lzw algorithm isn’t free and the thing is to barter the same time and give out my .pd f isn’t what the government said to do. i highly doubt that adobe is giving away the pdf file are they??? open my document for a fee redistribute it unfeelingly but you still have to pay.”— © 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 7: Recursive Growth Bound Analysis

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.