ULTIMATE COMPUTING - Quantum Consciousness Studies
ULTIMATE COMPUTING - Quantum Consciousness Studies
ULTIMATE COMPUTING - Quantum Consciousness Studies
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Toward Ultimate Computing 25<br />
A method of recording and reconstructing wavefronts associated with<br />
interference patterns is call “holography,” a technology whose mechanism has<br />
inspired numerous speculations of “holographic” brain function and<br />
consciousness. Holography is a method of information storage employing<br />
coherent beams of electromagnetic radiation. It was invented in the late 1940’s by<br />
Denis Gabor (1948) who won the Nobel prize, and achieved technical importance<br />
with the arrival of the laser as a convenient source of coherent light in the 1950’s.<br />
A hologram is a permanent record of the pattern of interference between two<br />
sources of coherent light (or any coherent waveforms) in localized regions of<br />
space, usually a photographic film plate. Subsequent reference waves unlock the<br />
patterns from storage. The record of both the original interfering waves are stored<br />
and the relevant information used as an address to retrieve patterns. Each portion<br />
of the hologram contains information about each part of both original interfering<br />
waves. Consequently reillumination of any small fragment of a hologram will<br />
recreate the entire image stored there, losing only focus or clarity. Holograms thus<br />
store image files in a “distributed” manner, much like the brain is thought to<br />
function, and are also “fractal,” in that small portions are scaled down versions of<br />
the whole. By exposing a hologram to time varying sets of interfering waves, it<br />
can function as a distributed memory. These properties led to a flurry of<br />
holographic brain models (Westlake, 1970; Longuet-Higgins, 1968; Pribram,<br />
1971). Among these, van Heerdon (1968) discussed methods of optical<br />
information storage in solids using coherent light. Van Heerdon pointed out that<br />
such systems can store large amounts of information although they require a<br />
calibrating system to maintain exact phase relations between waves.<br />
Requirements for well tuned filters or coherent resonators to maintain phase<br />
relations between patterns in the spatial domain remain a major question<br />
regarding holographic models of brain function and memory. Consequently the<br />
biological existence of holograms has been questioned, based on the assumption<br />
that the coherence and phase relation would have to be provided at the cellular or<br />
neural level. However, nanoscale coherence may have the required spatial and<br />
temporal periodicity to generate cytoplasmic holograms. Photo-refractive crystals<br />
can produce dynamic, real time holography (Gower, 1985). Conformational<br />
dynamics of the cytoskeleton could tune and generate coherent standing waves<br />
and interference patterns of calcium gradient fields, sol-gel states, and structure of<br />
the cytoskeletal microtrabecular lattice (Chapters 6 and 8). Dynamic and<br />
deterministic intracellular patterns would be useful in biological activities of all<br />
sorts. Holographic models of consciousness including a cytoskeletal approach<br />
will be described further in later chapters.<br />
1.5.3 Macrons<br />
The evolution of form and information from chaos has been termed<br />
“morphogenesis” and related to philosophical literature from many cultures.<br />
Mathematician Ralph Abraham (1976) has compared mathematical descriptions<br />
of the dynamic evolution of biological form to the Rigveda, I-Ching, Kabala, and<br />
Heraclitus. Using the catastrophe theory of Rene Thom (1973) and an<br />
observational device, the macroscope of Hans Jenny, Abraham has studied<br />
collective vibrational patterns which occur widely in nature and which he calls<br />
“macrons.” Abraham describes physical, chemical, and electrical categories of<br />
macrons which may be further subdivided according to the material state of the<br />
macron medium. For example, physical macrons may occur within a solid,<br />
isotropic liquid, liquid crystal, or gas. Abraham cites one example of a solid<br />
macron: if a flat metal plate is vibrated transversely by an external force such as<br />
coupled electromechanical transducers, a vibrational pattern may be observed as a