Cell Language Theory, The: Connecting Mind And Matter

460 The Cell Language Theory: Connecting Mind and Matter

b2861 The Cell Language Theory: Connecting Mind and Matter “6x9”

cosmological principle which is not anthropic (i.e., does not depend on

the presence or participation of Homo sapience) and cosmolanguage prin-

ciple which is anthropic. If this analysis is right, we are led to conclude

that the traditional version of the anthropic cosmological principle [412,

413, 439] is a misnomer or at least incomplete.

As evident from above, the postulate of the self-knowing universe

(SKU) entails the presence of the cosmolanguage in our Universe which

is dual in that it can be reified either as material language or mental

language (see the figure embedded in Table 4.2). I now suggest that the

material language comprises at least two major branches — (a) particle

language, and (b) cell language (cellese) — just as the mental language

(humanese) comprises natural language, logic, mathematics, visual lan-

guage, and music. In section 4.4, we discussed the isomorphism between

cell and human languages. It is here postulated that the same set of

semiotic/linguistic principles shared by cell and human languages

applies to “particle language” as indicated in Table 4.2.

10.19 The Universe as a Self-Organizing Musical

Instrument (USOMI)

Charles Peirce believed that there are “simple concepts applicable to every

subject” [372]. The purpose of this Section is to bring to the attention of

readers some recent evidences indicating that “vibrational motions”,

“periodic motions”, or “oscillations” of material systems may be one of

the simple concepts that applies to everything in the Universe — from

bond vibrations in molecules, to concentration waves inside the cell, to

sound waves in human speech, to electromagnetic waves from the sun, the

brain, and iPhones [26, 27, 441, 442], and to the gravitational waves

recently confirmed [443].

Petoukhov [158] has accumulated an impressive amount of evi-

dence during the past decade that genes exhibit properties resembling

mechanical systems executing vibrational motions, since both genetic

and vibratory systems reveal similar regularities when analyzed using

matrix algebra (see Chapter 5). For example, Punnett squares in molec-

ular genetics [444] show the patterns of allele combinations that are

similar to the patterns of frequency arrangements in the tensor products

of matrices representing vibrational motions of mechanical systems.

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