However if they are the same—or as we will see containing many least common
multiples—they share the same time scale τ = τ rel as well as displaying common
time factorizations as shown by the transformation B. Actually any perception,
depending on the rows of the matrix B, should amount to “translating” the cyclic
vectors of B via the transformation back to the “physical” basis h or H localized in
the cell and in the organism respectively. Hence one might envisage the translation
of compatible molecular information via the communication bearing transformation
B as authorized “messages” between the molecular-DNA-RNA-gene level and the
higher-level hierarchical organization leading to cellular function and biological
order.
On the condition that the Q-values in (5.9) and (5.10) are commensurate, it
suggests the possibility of a communication protocol given by the cyclic properties
and their nestings of the columns of B. For instance analysing the transformation in
Eq. (4.13), one observes the way the elements repeat themselves due to the
cyclicity of complex numbers. For instance choosing n = 12, computing the columns of B, one may display the result as the simplified diagram below, in which
only the dimensions of the recurring vectors are indicated. Removing the first
column of one-dimensional units “1”, the resulting graph, containing 11 columns,
will look like
12
6
6
4
4
4
3
3
3
3
12
2
2
2
2
2
2
12
3
3
3
3
4
4
4
6
6
12
ð5:11Þ
where we do observe the obvious column symmetry of the table. From Eq. (5.6)
one finally realizes the typical behaviour of Poisson statistics that suggests a
communication concept that will share some analogy with the dynamics of a
telephone Call or Contact Center.
26
6 Examples and Conclusions
In summary we have derived and suggested an explication of a possible programme
for the transmission of proper gens between two distinct levels of scientific formulation, i.e. the molecular microscopic- and the cellular mesoscopic ones. Many
biologists flirt with quantum mechanics without coming to terms with its consequences. This, in many cases, turn out to be quite confusing, since it is not easy to
26
This analogy has been carried out in some detail in relation to Trehub’s Retinoid Model of the
cognitive brain [36, 37]. The representation of neurons with a chemical synapse onto itself is of
particular significance for the Gödelian network [25].
A Simple Communication Hypothesis: The Process …
399
multiples—they share the same time scale τ = τ rel as well as displaying common
time factorizations as shown by the transformation B. Actually any perception,
depending on the rows of the matrix B, should amount to “translating” the cyclic
vectors of B via the transformation back to the “physical” basis h or H localized in
the cell and in the organism respectively. Hence one might envisage the translation
of compatible molecular information via the communication bearing transformation
B as authorized “messages” between the molecular-DNA-RNA-gene level and the
higher-level hierarchical organization leading to cellular function and biological
order.
On the condition that the Q-values in (5.9) and (5.10) are commensurate, it
suggests the possibility of a communication protocol given by the cyclic properties
and their nestings of the columns of B. For instance analysing the transformation in
Eq. (4.13), one observes the way the elements repeat themselves due to the
cyclicity of complex numbers. For instance choosing n = 12, computing the columns of B, one may display the result as the simplified diagram below, in which
only the dimensions of the recurring vectors are indicated. Removing the first
column of one-dimensional units “1”, the resulting graph, containing 11 columns,
will look like
12
6
6
4
4
4
3
3
3
3
12
2
2
2
2
2
2
12
3
3
3
3
4
4
4
6
6
12
ð5:11Þ
where we do observe the obvious column symmetry of the table. From Eq. (5.6)
one finally realizes the typical behaviour of Poisson statistics that suggests a
communication concept that will share some analogy with the dynamics of a
telephone Call or Contact Center.
26
6 Examples and Conclusions
In summary we have derived and suggested an explication of a possible programme
for the transmission of proper gens between two distinct levels of scientific formulation, i.e. the molecular microscopic- and the cellular mesoscopic ones. Many
biologists flirt with quantum mechanics without coming to terms with its consequences. This, in many cases, turn out to be quite confusing, since it is not easy to
26
This analogy has been carried out in some detail in relation to Trehub’s Retinoid Model of the
cognitive brain [36, 37]. The representation of neurons with a chemical synapse onto itself is of
particular significance for the Gödelian network [25].
A Simple Communication Hypothesis: The Process …
399