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MoQ I's: The Quality Event MoQ II's: The Special Event |
MoQ I: In Pirsig's MoQ he describes the Quality Event in Zen and the Art of Motorcycle Maintenance as,
See the diagram on this website showing a graphic depiction called MoQ I Reality Loop. MoQ II: In Quantum Science physicists describe the point at which quantons actualize as collapse, or transformation from unreal to real as superposed complementarity in both configuratioN-space and real space. See the diagram on this website showing a graphic depiction called MoQ II Reality Loop. In quantum science special events are the 'measurement events' when undifferentiated quantons transform into differentiated quantons. John von Neumann calls these events 'collapses' of quantum wave functions. No one understands what happens and how it happens, but we can see the events happen experimentally. There are many quantum science theories about what happens. The most predominant, but waning, is the orthodox Copenhagen view. Another is von Neumann's view. A more recent one is called neorealism. Each deals with the 'special event' in a different manner, requires different conceptions of measurement devices. When we compare MoQ I directly to MoQ II, we see that each deals with 'special events' in a different manner. MoQ I makes no attempt to explain its equivalent 'Quality Events,' other than to say at QEs Subjects become aware of Objects and Dynamic Quality (DQ) latches to Static Patterns of Value (SPoVs). These SPoVs compose all of Static Quality (SQ) where DQ and SQ are the two major divisions of MoQ I. Yet, as pattern-aware humans, it is nearly impossible for us not to see the incredible similarities, almost identities, between MoQ I and MoQ II. Author's note: It is very interesting to consider that discussion of this process in the literature predominates unidirectionally in favor of quantum~evolutionary~creation. It is well to consider that the process (probably) runs the other way, too. See our more recent Generation III Reality Loop. The Quantonics perspective intentionally captures this important aspect of the QE and Special Event in the aforementioned graphics. |
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MoQ I's: Static Patterns of Value MoQ II's: Quantons (Realized) |
MoQ I: Pirsig shows us that SPoVs emerge or actualize at QEs. He does not say so, but we can infer that some legacy SPoVs also deactualize at QEs. We can see that SPoVs are real patterns. MoQ II: Quantum science shows us that quantons become actualized or realized at the measurement or special event. We can see that quantons are real patterns. The duality of SPoVs and real quantons appears obvious. |
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MoQ I's: SPoVs MoQ II's: Quantons |
MoQ I: Pirsig implicitly discusses the concepts of co-within-ness and Capra's interpenetration as we can infer from this quoted paragraph:
Lila's SQ is (Her SPoVs are) in DQ. She's created by
Quality. Quality has Lila. Lila is or has
SQ. Lila's SQ changes via its interrelationship ( MoQ II: When we equate the following as duals:
then we can state the MoQ II version of the duality thus: Lila's realized quantons are in VES. Lila's realized
quantons are created by VES. VES has Lila's realized quantons.
Lila is or has realized quantons. Lila's realized quantons change
via their interrelationships ( |
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MoQ I's: Many Truths or Many Contexts MoQ II's: Islands of Truth or Quantum Logic |
MoQ I: On the issue of many truths Pirsig says the following:
Pirsig says more, about many truths, a few years later in his presentation at the Fall 1995 Einstein Meets Magritte conference in Brussels Belgium. His presentation is titled, Subjects, Objects, Data and Values.
We can see in Pirsig's words above that MoQ I takes a dramatically different position on truth from the position taken by SOM. Simply stated, SOM says there is one, knowable absolute truth. MoQ says there are many truths, many of which are complementary. It may be worthwhile to repeat
Where SOM creates paradoxes (paradice) via its inane and inutile insistence on unitary absolute knowable truth, MoQ eliminates many paradice via the axiom of many truths and many contexts. For more on this see Renselle's letter to The Lila Squad on the subject at Many Truths To You. The world constantly illustrates vividly for us the reality of many truths, but for some reason our addiction to SOM thinking pulls us away from overtly seeing them for what they are. Only recently, in the last 100 years have scientists begun to realize that SOM's Boolean logic only enumerates the classical interpretation of the world and that it does not wholly predicate the reality we experience every day. Why? Is there an easy answer? Perhaps.
MoQ II: The quantum dual of MoQ I's many truths we call quantum logic. Many also refer to the multiple quantum logical truths as "isles of truth."
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MoQ I's: Values Preconditions MoQ II's: Probabilistic Measurement Preconditions |
MoQ II: |
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MoQ I's: Values Preconditions MoQ II's: Statistical Predictions of Patterns of Events |
MoQ II: |
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MoQ I's: Value as Interrelationships MoQ II's: Measurement as Interrelationships |
MoQ II: |
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MoQ I's: Value as DQ cowithin SQ MoQ II's: Probability as Product of Conjugates |
MoQ I: Value
= DQ MoQ II: Probability = YY* See Pirsig's comments on probability as value in his SODV paper. |
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MoQ I's: SPoVs co-within DQ MoQ II's: Fermions & Bosons co-within the Unmeasured |
MoQ II: |
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MoQ I's: SPoVs co-within DQ MoQ II's: The Measured co-within the Unmeasured |
MoQ II: |
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MoQ I's: Many Truths and Many Contexts MoQ II's: Superluminality |
MoQ II: |
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MoQ I's: Many truths MoQ II's: Uncertainty |
MoQ II: |
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MoQ I's: DQ MoQ II's: Superluminality |
MoQ II: |
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MoQ I's: SQ's Displayed Separability and Locality MoQ II's: Displayed Local Phenomena |
MoQ II: |
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MoQ I's: DQ Creates Value MoQ II's: Quantum Measurement Creates Value |
MoQ I: In Zen and the Art of Motorcycle Maintenance (ZMM) Pirsig shows us that:
Next page:
Note that Pirsig had not yet distinguished the two major divisions of Quality: SQ and DQ. These major divisions appeared 17 years later in Lila. Clearly the stimulus he avers in ZMM is DQ.
Essentially, later in Lila, Pirsig gets to the crucial point of seeing that values are interrelationships and that Quality, and in particular DQ, creates value interrelationships. From Pirsig's perspective this primary axiom of value as interrelationships among all things in Homo sapiens' known world distinguishes MoQ from its predecessor, SOM. SOM cannot see this, indeed is blind to it, and thus this is another major limitation of SOM vis-à-vis MoQ. MoQ II: |
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MoQ I's: SPoVs Represent Static Reality MoQ II's: Quantons Represent Measured Reality |
MoQ II: |
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MoQ I's: Two Categories: DQ & SQ MoQ II's: Two Categories: Unmeasured & Measured |
MoQ II: |
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MoQ I's: DQ & SQ MoQ II's: Unmeasured & Measured |
MoQ II: |
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MoQ I's: Undefinability of DQ MoQ II's: Undefinability of the Unmeasured |
MoQ I: Pirsig says flatly and bluntly that DQ is undefined and shall remain so. Any attempt to wholly define DQ is an attempt to wholly convert DQ to SQ which is immoral within MoQ I by definition. See Doug's later MoQ Emerscitecture diagram. MoQ II: Technically, among physicists and theoreticians this is known as the Quantum Interpretation Question. |