Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography

From	711 Spooky Mart <711@spooky.mart>
Newsgroups	sci.crypt
Subject	Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography
Date	2021-09-27 10:54 -0500
Organization	Aioe.org NNTP Server
Message-ID	<sispdm$1vbj$1@gioia.aioe.org> (permalink)
References	<aa094d05-f597-4340-98c2-cd4f5c0df2f0n@googlegroups.com>

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On 9/18/21 11:33 AM, austin obyrne wrote:

> The cryptography depends entirely on my invention of vector factoring
>  which is a new addition to the standard list of methods in vector
> arithmetic. Vector factoring did not exist before now in mathematics.
>  It is necessary for me to say this for the experienced mathematician
>  to take on board and not for any vain glorious claim.

I present here some questions and some devil advocacy. Vector factoring
did not exist prior to you inventing it--are you sure?

Did you ever study elliptic curve point multiplications? I learned about
that decades ago in junior high school. You literally generate a field,
then take vectors, and generate new pseudorandom fields and plot new
vectors based on the input function. This is used several ways in
cryptography and you actually factor and multiply vectors to points
along the curve. One can establish rules for choosing and bifurcating
points along the pointmult vectors. One can also choose random values
and factor them to generate graphing vectors and curves, then multiply
random sets together to get the unions of vectors and curves. Finding
the original values that were joined is really hard. That is literally
factoring vectors and curves. You might remember the easy version of
this from Algebra I graphing (F.O.I.L.)

What about topological knots? One can perform myriad vector operations
and generations in topological theory that might fit the definition of
vector factoring. With my limited knowledge of topological theory I can
see how to represent lots of algebraic cryptography using topology
constructs, including the idea of vector factoring, union, shifting,
overlapping, bounding, etc.

What about overlapping matrices? Vector factoring literally is done when
combining operations in overlapping directional matrices. (These are
matrices with bounding rules, union rules and such, and rules for
directions of operations within the field and between field sets). I
don't know of anyone currently doing any work with this but I discovered
its usefulness long ago. Does that allow me to claim that I invented
vector factoring?

Certain automata might also involve vector factoring in the way knots
and matrices can be adapted.

Theoretically imagine a dispute over your claim of invention. If I filed
suit to challenge your claim, what would I get if I won the judgment?
What is the prize for the person who holds this claim? How would you
present and defend your claim to the invention of vector factoring in a
suit? How would you disprove the counterclaim?

-- 
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█░░███████░░█░░████░░███░░████░░███        [chan] 711
█░░░░░░░██░░█░░░░██░░███░░░░██░░███        spooky mart
██████░░██░░███░░██░░█████░░██░░███        always open
██████░░██░░███░░██░░█████░░██░░███        stay spooky
██████░░██░░█░░░░██░░░░█░░░░██░░░░█        https://bitmessage.org
██████░░██░░█░░██████░░█░░██████░░█
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The Elegance of the Encryption/Decryption Model in Vector Cryptography austin obyrne <ao402468@gmail.com> - 2021-09-18 09:33 -0700
  Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography David Harrison <daveh69422@gmail.com> - 2021-09-18 09:55 -0700
    Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography Richard Heathfield <rjh@cpax.org.uk> - 2021-09-18 18:17 +0100
      Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography David Harrison <daveh69422@gmail.com> - 2021-09-19 07:19 -0700
        Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography Richard Heathfield <rjh@cpax.org.uk> - 2021-09-19 15:36 +0100
        Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography Rich <rich@example.invalid> - 2021-09-19 22:21 +0000
          Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography 711 Spooky Mart <711@spooky.mart> - 2021-09-27 11:08 -0500
    Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography austin obyrne <ao402468@gmail.com> - 2021-09-18 10:48 -0700
      Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography MM <mrvmurray@gmail.com> - 2021-09-18 11:30 -0700
      Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography Richard Heathfield <rjh@cpax.org.uk> - 2021-09-18 19:36 +0100
    Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography austin obyrne <ao402468@gmail.com> - 2021-09-19 01:03 -0700
      Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography Richard Heathfield <rjh@cpax.org.uk> - 2021-09-19 10:08 +0100
        Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography MM <mrvmurray@gmail.com> - 2021-09-19 02:47 -0700
  Re: The Elegance of the Encryption/Decryption Model in Vector Cryptography 711 Spooky Mart <711@spooky.mart> - 2021-09-27 10:54 -0500

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