EFTA00739460.pdf
Extracted Text (OCR)
From: Jeffrey Epstein <jeevacation@gmail.com>
To: David Grosof
Subject: Re: Multi-dimensional cryptography
Date: Fri, 11 Sep 2009 09:28:59 +0000
no „ dfyou can have multi modal ways in the same dimension.. i mean true orthgonals. for example a jigsaw that
is based on a photograph, but each piece is magnetic, the correct picture produces an interactive field that is
orthoganal to the photo.
On Thu, Sep 10, 2009 at 8:46 PM, David Grosof <
> wrote:
At 03:01 PM 9/10/2009, you wrote:
the rube goldberg analogy was merely one of true multi dimensional.. audio to electrice to physical to visual.
I'd recommend the term multimodal when the forces are so different and multi-dimensional for the unfamiliar
realm of coding for 3-D (or higher) structure.
Pm mortified to see that I sent you scrambled sentences earlier so I've revised what I wrote, in bold below.
Did you get the big attachment?
David
On Thu, Sep 10, 2009 at 5:38 PM, David Grosof <
> wrote:
Hi,
Following up on our phone chat about multi-dimensional cryptography, I wanted to share one, perhaps
obvious if essential, clarification, and to point out to you a mathematical development that is highly
relevant.
Clarification.
An arbitrary Rube Goldberg machine does not necessarily communicate information in a channel,
howsoever many physical subsystems and kinds of force are harnessed. The mechanism has to
communicate something about a subset (usually one) from a larger set of possible messages. It's not
enough to have a complicated way to build and assemble a printer that prints "The plane arrives at 7";
there has to be a way of using the mechanism(s) to communicate alternate messages as well.
I am a huge fan of Gregory Bateson's useful maxim, "Information is a difference that makes a
difference" from the early, brilliant chapters of his book Man and Nature.
Interesting Math
Let's pursue the analogy to DNA some more. In the simple central-dogma version, the DNA sequence
specifies an amino acid sequence, which, in certain physical circumstances normally prevaliing in a
cell -- circumstances of pH, osmolarity, ribosomes, energy in the form of ATP, and more -- will fold up
to do something amazing -- including the encoding of neuronal, immune or endocrine signals in one
fashion or another (!). If those expected circumstances don't exist, the protein won't fold up in the same
way and won't be integrated into cellular function normally.
EFTA00739460
The relevant math of programmable assembly includes an interesting, strong claim (loosely expressed
herein): an edge-connected string of tetrahedra can be folded up to produce any arbitrary 3-D shape
(above the resolution limit set by the size of the unit tetrahedon). I attach my company co-founder Saul
Griffith's PhD thesis (MIT, adviser Joe Jacobson) where it is easy to explore and appreciate the
relevance of programmable assembly to 3-D crypto: the program is the code; the 3-D structure(s) can
perform operations that are the results of a program. Because of the size of the thesis, please let me
know whether it was successfully transmitted.
The work is not all published and I'm not sure the math is where it should be but the notion of
programmable assembly in 3D is one of great practical ("Smart Materials") and theoretical importance.
The idea of 3-D completeness and work on ways to define the programs and systems needed for
practical development would seem to merit much more attention.
Sincerely,
David
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EFTA00739461
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| Filename | EFTA00739460.pdf |
| File Size | 147.3 KB |
| OCR Confidence | 85.0% |
| Has Readable Text | Yes |
| Text Length | 4,731 characters |
| Indexed | 2026-02-12T13:55:34.455634 |
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