Conjecture concerning various behavioral scenarios of the mystic:
Mathematicians could analyze the
nonlinear differential equations
developed for purgation
to reveal the various behavioral scenarios of the mystic. Here are two approaches:
- Make a phase portrait of purgation and from it find the region of the portrait
where the system is
attracted to the state of mystical union.
If the attractor is Liapunov stable, this may mean that
the experiencer becomes an avatar or arhat,
remaining within the basin of attraction in an orbit near the attractor or fixed point.
Then, determine how certain variables of the model (and the relationship between
these variables) contribute to the stability of the fixed point or attractor. One can
then make an analysis to determine the range of the set of variables that would
produce an avatar or arhat. Phase portraits that show the mystic's behavior
traversing regions outside the basin of attraction would be of interest to some
psychiatrists,
religiously oriented social workers, and anthropologists - particularly if a limit
cycle or unstable spiral exists in the region outside of the basin of attraction or
if the fixed point is unstable. Behavioral scenarios that traverse regions outside
the basin of attraction may produce the behavioral category of saint or bodhisattvas
or other behavioral scenarios that are problematic and difficult to categorize. These
phase portrait analyses could give insights into the incredible phenomena of avatars
or arhats, but explaining in detail the other more complex categories with such an
analysis will obviously be extremely difficult.
- Examine the conjecture that the
removal of knots during Purgation
has the effect of a catalyst, leading to a phase transition and the emergence of the
self organized state of mystical union.
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