The Universal Model of Computation

The Universal Model of Computation defines Mother Nature's computer
architecture. It is powered by the laws of mathematics. It is genetic as
opposed to general-purpose. The genetic mechanisms are reconfigured for
a detailed atomic purpose as it computes. A gene of computation links
the atoms into cellular chains by navigating a DNA blueprint. This model
of computation is for the survival and success of individual creatures
in a species.

Nature's model of computation defends each creature, one at a time,
nothing is shared, and nothing is general purpose. The gene of
computation navigates the directional DNA hierarchy of the species as a
programmed map. The map acts as high speed, program-controlled guard
rails for the life of the creature.
This model is balanced by two opposing forces from two balanced engines
and two kinds of mingled machine instructions. One machine language, the
command language is imperative while the other language of symbolic
instructions is abstract. The commands are bound to the symbols, not to
static linear memory. The two dimensions of machine code program the
hidden, private actions of the atomic cellular objects while the
symbolic language preserves and protects the structure. While the
Turing-Commands are vital to the operation of a single cell of
computation, the Church-Instructions are vital to the relationship
between and two atoms of the creature as a living instance of a species.
Working together these two counter-balanced engines of control navigate
the DNA of an individual instance of life as a programmed creature, a
kind of living species.
To be very clear, one engine binds Turing-Commands as an action to a
directly accessible atomic object using an imperative Turing-Command.
The second engine employs a Church-Instructions to access and navigate
the DNA. Using the laws of the λ-calculus a Church-Turing Machine
translates symbolic names into digital objects as cellular, nuclear
structures in a directional DNA hierarchy. The DNA adds a lock and key
mechanism to separate the symbols from the hidden working implementation
of the individual components.

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