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I | II | ||||||||||||||||||||
| Bibliography | Author's Preface |
1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | ||||
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Chapter: |
III | ||||||||||||||||||
| 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 | 30 | 31 | 32 | 33 | 34 | 35 | Conclusion | Index |
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(Most quotes verbatim Henri Louis Bergson, some paraphrased.) |
(Relevant to Pirsig, William James Sidis, and Quantonics Thinking Modes.) |
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"If we analyse
in the same way the concept
of motion, the living symbol
of this seemingly
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(Our bold and color, and violet bold italic problematics.) Bergson restarts his footnote counts on each page. So to refer a footnote, one must state page number and footnote number. Our bold and color highlights follow a code:
CTMs teach SOMites to thingk of "space...as if it were interchangeable with the motion itself." This was Zeno's perspective when he challenged Parmenidean thing-king with his (Zeno's) paradice. When we thingk this way, our 'classical reason' evokes answers which misguide our interpretations of reality, as Zeno of Elea attempted to show. This manner of thing-king is so ingrained in Western culture today that few can yet grasp what Zeno was attempting to show us. Bergson's "process...eludes space" sums it up nicely!
Again, we see a classical analytical mandate for an impossible classical synthesis of quantum reality. Quantum reality's manys (e.g., times, motions, gravities, masses, spaces, etc.,) are n¤t classically analytic, and thus are n¤t classically synthetic or synthesizable! As Bergson tells us, SOM's classical monism, its grand apparition of homogeneity is what deludes it that it can objectively, radically mechanistically, synthesize reality. This delusion bore Aristotelian/Newtonian/Einsteinian classical objective science and its unfortunate and misguided dependency on classical objective mathematics. However, reality is quantum process, and as Bergson has told us prior, "process is not analyzable," from which we paraphrase "process is n¤t synthesizable." (We assume Bergson's 'not' is intuitively quantum subjective.) Doug's red bold makes it quite obvious why Doug claims Quantonics HotMeme "Digital is dead." Quantonics HotMeme. In other words, we cann¤t classically, conveniently, conventionally stop quantum processes in an infinitely divisible homogeneous space and analyze and synthesize them. In Bergson's terms, and quite simply, Bergson HotMeme "Motion...eludes space!" Bergson HotMeme. This is why we need quantum computers and why we must replace current von Neumann classical computer architectures with them. 'Modern' classical digital computers attempt to analyze and synthesize process. And what is an ultimate semantic for all this regarding time? Timings are heterogeneous quantum processings! Doug - red text HotMeme updates - 29Jan2008.
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| 112 | "A rapid gesture, made with one's eyes shut, will assume for consciousness the form of a purely qualitative sensation as long as there is no thought of the space traversed. In a word, there are two elements to be distinguished in motion, the space traversed and the act [process] by which we traverse it, the successive [classically spatial] positions and the [classical] synthesis of these positions. The first of these elements is a homogeneous quantity: the second has no reality except in a consciousness: it is a quality or an intensity, whichever you prefer. But here again we meet with a case of endosmosis, an intermingling [quanton] of the purely intensive sensation of mobility with the extensive representation of the space traversed. On the one hand we attribute to the motion the divisibility of the space which it traverses, forgetting that it is quite possible to divide an object, but not an act [process]: and on the other hand we [classically] accustom ourselves to projecting this act itself into space, to applying it to the whole of the line which the moving body traverses, in a word, to solidifying it: as if this localizing of a progress in space did not amount to asserting that, even outside consciousness, the past co-exists along with the present!" |
(Our brackets, bold, color, and violet bold italic problematics.) Bergson describes a dichon(act_process, space), which requires classical excluded-middle of either external space or internal process, with either durational included-middle animacy of internal process or excluded-middle inanimacy of absolute external space. Using QTMs, we think it helps to view this as a quanton(act_process,space), which requires quantum included-middle animacy of both space and process. Our quantum view says both space is in process and process is in space, thus eliminating a classical dichotomy of either internal or external. To answer Bergson's subtitle query, "Is Motion Measurable?" allow us to say both,
Quantum reality is unstoppable so we may n¤t classically, digitally stop it to 'measure' it. To attempt such is just another classical illusion/self-delusion, a deign to feign of all those who reside in classicism's paradigm. Quantum computers and other quantum animate 'devices' will permit us to, again paraphrasing Bergson, "think/measure/follow/commingle/be quantum reality directly." Crux: quanton(past,present)! But as Bergson offers, beware! Classicists view Bergsonian/Quantonic crux like this: dichon(past, present), i.e., a platypus of either past or present, and platypus of past excluded-middle separated from present. But when classicists draw past and present as a line on paper, thus projecting progress/act/process in space they appear to remove their dichon, their platypus apparently evaporates! Isn't this incredible? What is this classical problematic? Well, their classical space (depicted as a line on paper) unifies past and present, but it assumes infinite excluded-middle divisibility (n¤nduration) of past and present in unifying space!!! Further, their classical space is stable and inanimate: it is stoppable and holds still antithesis of quantum absolute flux. Our quanton(past,present) unifies in quantum flux. It assumes absolute quantum animate included-middle indivisibility. Astute students of Quantonics will say, "Hey Doug, you should show that quanton as quanton(pastings,presentings)!" Yep! |