the inside degrees of freedom of the cell and its higher order structure in the
hierarchy of the cell organisation.
Expressing the propagator in dimensionless units, we obtain a cellular Q-value,
defined via
Q ¼ x 0 s
ð9:6Þ
Here we may easily determine Q as follows. From Eq. (8.5) one finds, with s ¼ s rel ,
n ¼
4pkT
h
s rel ¼ 4p
s rel
s lim
/ Q
ð9:7Þ
and provided we have defined s as the average lifetime for the cell C i , we can divide
out the integration over the solid angles and obtain the result
Q ¼ n
ð9:8Þ
Equation (9.8) contains an especially valuable piece of information. The Q-value
of the cell reveals not only the dimension n of the transformation B, see e.g. (6.4)
but also a more subtle property. Due to the factorizing nature of the transformation
and the ensuing cyclic properties of the column vectors, the Q-value in effect calls
for an encoding incorporating simultaneously the molecular, the super-molecular,
and the cellular levels.
10 The Poisson Distribution and its Implication for STEM
As is well-known, the Poissonian distribution is to be found in many situations
related to counting, from e.g. radioactivity via mutations in biology to telecommunications between human agents. Our aim will be to derive this law as a general
property of a teleodynamically evolved universe.
Alongside this association it is natural to replace the spatial analysis in terms of
the localization argument that led to the derivation of the density matrix, Eq. (6.8),
and after thermalization to the dissipative ensemble, Eq. (8.9), with temporal
inquiries related to “phone calls” or communications between e.g. molecular and
cellular entities. In analogy with considerations providing the transformation B and
constituting a platform for the genetic code, it is imperative to recognize that the
off-diagonal correlations between the cells, while analogously providing justification for the correlations (9.5), should be commensurate with the cell’s Q-value.
Within the stipulated time-direction (the time reversal symmetry is broken) and
the appropriate time scales of the setup, the causal propagator GðtÞ and the resolvent
G R ðzÞ defined by
A Zero Energy Universe Scenario: From Unstable Chemical …
273
hierarchy of the cell organisation.
Expressing the propagator in dimensionless units, we obtain a cellular Q-value,
defined via
Q ¼ x 0 s
ð9:6Þ
Here we may easily determine Q as follows. From Eq. (8.5) one finds, with s ¼ s rel ,
n ¼
4pkT
h
s rel ¼ 4p
s rel
s lim
/ Q
ð9:7Þ
and provided we have defined s as the average lifetime for the cell C i , we can divide
out the integration over the solid angles and obtain the result
Q ¼ n
ð9:8Þ
Equation (9.8) contains an especially valuable piece of information. The Q-value
of the cell reveals not only the dimension n of the transformation B, see e.g. (6.4)
but also a more subtle property. Due to the factorizing nature of the transformation
and the ensuing cyclic properties of the column vectors, the Q-value in effect calls
for an encoding incorporating simultaneously the molecular, the super-molecular,
and the cellular levels.
10 The Poisson Distribution and its Implication for STEM
As is well-known, the Poissonian distribution is to be found in many situations
related to counting, from e.g. radioactivity via mutations in biology to telecommunications between human agents. Our aim will be to derive this law as a general
property of a teleodynamically evolved universe.
Alongside this association it is natural to replace the spatial analysis in terms of
the localization argument that led to the derivation of the density matrix, Eq. (6.8),
and after thermalization to the dissipative ensemble, Eq. (8.9), with temporal
inquiries related to “phone calls” or communications between e.g. molecular and
cellular entities. In analogy with considerations providing the transformation B and
constituting a platform for the genetic code, it is imperative to recognize that the
off-diagonal correlations between the cells, while analogously providing justification for the correlations (9.5), should be commensurate with the cell’s Q-value.
Within the stipulated time-direction (the time reversal symmetry is broken) and
the appropriate time scales of the setup, the causal propagator GðtÞ and the resolvent
G R ðzÞ defined by
A Zero Energy Universe Scenario: From Unstable Chemical …
273