🚀 go-pugleaf

fbonsignore@beethoven.com wrote:
> fbonsignore@beethoven.com wrote:
> Notice that time is already implied here in dependence to force. The
> oneness of the objects will be conserved depending on the simultaneous
> and then sequencial setting on recursive mean fields among multitudes
> of fundamental particules (under the notion of infomation or mere
> numeric value); these mean fields would be solved simultaneously at the
> level of object, molecule, atom... fundamental particle, which in
> essence means that information will be propagated accordingly to each
> level, withot disrupting "nature" of the object unless the propagation
> of information is of such nature that information is lost at some point
> between these mean fields, that is, the velocity (in this case the
> difference between values) of change is such that the intermediate mean
> fields can no longher recover their previous values. This differences
> will be propagated throughout the structure of the object along all
> previous values (which may be in different dynamics among themselves)
> up to the point where the difference between new and previous values
> can actually stabilize within the limits of what can be considered a
> unique, stable, avergaed mean value. The objects in colision will break
> if the informational change at the boundary cannot be propagated with
> enough velocity (big difference between pervious and future mean
> fields) throughout the object, introducing enough disorder internally
> as to make the once single, averaged field, (object) aquire enough
> internal difference in values as to make two (or more) new
> object-global fields with the same value. SO force can be seen as
> rapidity of information change at the boundary and its effect noticed
> as propagation of mean values along the internal coherent structure of
> objects. Notice that for small forces the effect will stabilize "near"
> the border, while for bigger forces the propagation of values won't
> stabilize til it affects the whole structure of the object, in the
> extreme being so disruptive that the once dynamically stable mean field
> is disrupted an converted into a set of...
>
> smaller stable mean fields, those whose coherence is beager as their,
> lets call them, absolute values, are such that their mean field changed
> less than the change at the boundaries. Of course, this smaller sets
> are what we call molecules, them atoms, then... It means that values
> are, within lumped together mean field, more akin, more similar than
> those mean fields whose average lies "in" the border of such smaller
> sets. Note also that for objects whose, lets call it average mean field
> value, is very "high", a colision will tend to bond them together! Yet
> we don't observe that phenomenon of "bonding" normally: what we observe
> is what we call friction, though all these observations are at "normal
> temperature".

It is also implied that matter is quite "flexible" when interacting.
This is an effect of the known "structure" of atoms, where the inner,
stable core is surrounded by a cloud of "flexible" electrons. Each
electron can be seen as a (dynamic) field with certain value being
"solved" across several fundamental changing particles simultaneously
with the rest of the local fields that compose the atom inner structure
and the global.field that composes the total atom. It is as if
electrons "weave" the atom together, keeping an inner set of
particle-fields simultaneously stable while allowing enough flexibility
to interacting with other atoms and molecules without coliding or
bonding. Actually, the bonding together of atoms into molecules can be
seen as a sharing of these cloudy fields forming a new global value for
the whole molecule; the ever changing (implied) values of the core of
the atom can reamin stable while all informational change takes place
at the electron level, with changes in "energy" or colisions being
absorbed by these dynamic elements of the atom without changing the
total mean field value of the atom-field *beyond the breaking point*.
So when atoms bond together a certain amount of
energy-heat-rapidly_random_changing values is difused to the boundary
fundamental particles while the whole new field, that of the molecule,
stabilizes around a new mean field value for the whole new molecule,
forming a new dynamically maintained equilibrium for the newly formed
field.

Fabrizio J Bonsignore now Danilo Jose Bonsignore