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Home > ChaptersInherent Programming 

Introduction

INHERENT PROGRAMMING is a theorized, naturally-occurring

means  of translating a computer program or mathematical formula

into a physical  action. Presently, our technology tends to separate

software from  hardware, even when the two are serving joint parts

in a greater purpose. As times evolve, we see that nanotechnology has

inspired the creation of tiny physical devices built entirely of atoms.

Silicon technology has approached a point where one bit of data will

soon  be represented by  a single electron. Fractals have been

developed that nearly represent real objects.

 

When these three meet, they form the basis for inherent  programming:

where it is strictly within the physical nature of the elements to act as

both program and function. A fractal built not of  numbers themselves,

but of dimensional values such as space, time energy and  mass .

( You’ll read more about these dimensional systems called “STEM”s

[space/time/energy/matter intersections] as you get deeper into the

general theory).

 

 

I propose that this concept is not new but rather quite passé. Older

than DNA itself.

 

We’ll start by comparing the language of genetics to things I’m sure

we can all relate to. (As this site grows, I’ll add more definitions and

such to make it easier to read. If you’re having trouble,  e-mail me and let me know.)

 

The four component molecular letters of the DNA are A, C, T and G.

These form words, sentences and paragraphs or, if it were music;

notes, chords, bars and songs and, if it were mathematics;

the complex algebraic expressions, with variables, symbols and

brackets, etc. Like a recipe, it seems, life at this level is nothing but

ingredients and directions.

 

Oddly, it seems relatively little scientific effort has focused on the

internal structures within each molecular letter of the DNA. Perhaps

the wealth of genetic understanding may be found within these tiny

structures, rather than the whole genes they build. Just as we must

use two crossing lines to form an “X”, so too must the molecular

letters of DNA use simpler components. We’ll see if we can reveal

the nature of the subcomponents in this little number I’d like to call…

 

  The Genetics of Alphabet Soup

 

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© J.D. Casnig 2000 : Permitted use only.

 

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About This Site

This website is dedicated to the proposal that the metaphorical relationships drawn between any two disciplines are, in fact, universal, being isomorphic mathematical derivations of the Unified Field Theory. Further, that this symmetric aspect of metaphor is extrapolatable both linearly and laterally, thus may be harnessed to mathematically predict missing knowledge and invention in all other disciplines: an interdisciplinary Rosetta stone of universal scope.

"The metaphor reminds us that the universe is full of cousins." - J.D. Casnig

Copyright John D. Casnig. Permitted use only. Work should be cited as:

Casnig, John D. 1997-2009. A Language of Metaphors. Kingston, Ontario, Canada: Knowgramming.com

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