Applications of the Cell Language Theory to Biomedical Sciences 299“6x9” b2861 The Cell Language Theory: Connecting Mind and Matterand c are constant for the yeast genome and b is a function of individual
mRNA molecules (reflecting the peculiarities of the experimental method
for measuring TR, known as the nuclear run-on technique [315]), then Eq.
(7.7) can be converted intod(fTL)/dt = A(fTR) - B(fTD) (7.8)where A = b/a and B = c/a and “fX” indicates “fold changes in X” as
defined in the legend to Figure 7.5. Integrating Eq. (7.8) leads tofTL =∫
[A(fTR) - B(fTD)]dt (7.9)We can draw two important conclusions from Eq. (7.9):(1) Since there are three variables in Eq. (7.9), it is impossible to deter-
mine any one of them without also measuring one of the remaining
two. For example, it would be impossible to determine A(fTR) by
measuring fTL alone (because of the B(fTD) term), contrary to
what has been routinely assumed in the field of microarray data
analysis, and
(2) Since there are at least three possibilities for the direction of changes
in d(fTL)/dt in Eq. (7.8) — increase (+), no change (0), or decrease
(-) — and, for each one of which, there are again three possible
mechanisms for the term [A(fTR) - B(fTD)] to be (+), (0), or (-) [25,
Table 12.4], there are nine possible mechanisms for regulating
d(fTL)/dt and hence the TL values [273, 317].Each of the nine possible mechanisms inferred above is associated
with a unique RNA turnover mechanism involving a system of enzymes
(e.g., RNA polymerase, ribonucleases, other regulatory factors), and hence
it is logical to refer to it as an RNA turnover module or simply RNA mod-
ules [273, 317]. It should be pointed out that RNA modules invoked here
are examples of IDSs (see Sections 6.1.2 and 6.1.3), since they are not
permanent equilibrium structures such as RNA polymerases and electron-
transfer complexes but are transient ones that are called into action (or
excited or activated) by appropriate signals when needed and dissolve into
their components when their biological function is accomplished, very
similar to what Norris et al. referred to as “hyperstructures” [69]. Relatedb2861_Ch-07.indd 299 17-10-2017 12:06:27 PM