Showing posts with label backward moving time. Show all posts
Showing posts with label backward moving time. Show all posts
Wednesday, October 3, 2012
Some More Additional Knowledge As To The Space-Hole
Ultimon Flow happens, in part, via the operand of the Main Heterotic Stringular Fabric. This is in terms of the inter-related forward and backward moving time -- that may be denoted in the globally distinguishable via the extrapolated motion of superstrings via their respective Fourier Transformations. The relatively norm-to-holomorphic half of the Ultimon -- when such a localization of parameters considers this to be the general region in which time is depicted to move in the forward-time delineation -- moves counterclockwise, while, the corresponding norm-to-reverse-holomorphic end of the Ultimon is the general region in which time is depicted to move in the backward-time delineation. (Normal, or, forward-moving time delieation, moves in such a manner so as to work at bringing reality toward what I deam of as a metaphyisical region. The directly prior statement is one of part of my general philosophy.) The cycling of the substringular itself has mini-string that is pulled from its corresponding respective nodes in order that the related segments may be shared so as to help change the Laplacian conditions of the related point commutators to gradually recycle into superstrings over a relatively large sequential series of instantons. The superstrings that reiterate, that are of the conicentral substringular encoders, are, per instanton, involving the condensed oscillation from within the respective first-ordered-point-particles that comprise the corresponding superstrings that are indistinguishably different from those that existed at the same general location in each individual preceeding instanton. This is given a general tense of Noether Flow. Such a general type of concept is also true in terms of other superstrings, due to the condition that condensed oscillation is gradually, yet continuously, being recycled in the substringular in order to fascillitate with the continued differential exchange of norm-conditions. I will continue with the suspense later! Sincerely, Samuel David Roach.
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Tuesday, March 1, 2011
Session 3 On Fock Space and the Light-Cone-Gauge
A substringular encodement and its physical counterpart iterates at its home tori-sector-range in the arbitrary case that I am now starting to describe. The substringular encoders then break down into point particles that retain a closely knit neighborhood relative to each other. The forward time related encoder particles travel counterclockwise around the Ultimon and the backward time related encoder particles travel clockwise around the Ultimon in their respective world-tubes. The forward and backward encoder particles meet at their respective tori-sector-range regions at one tori-sector-range locus per encoder before it reaches its primed location, given the general locus of where the tori-sector-range-based substringular encoder that is positioned reverse-holomorphic relative to a given encoder is at. This is during the same covariant multiplicit metric as the specific case of the arbitrary home tori-sector-range region that I have been here describing, relative to the other forward and backward time related encoder particles. The backward and forward time related substringular particles in the process make just under one circuit of their world tubes, on account of the fact that, during the beginning of Ultimon Flow, it takes one hbar of Imaginary yet actual time for all of the superstrings in one particular given world-tube to go just around the general locus of where the tori-sector-range that is reverse holomorphic in terms of Laplacian placement is at when one considers the relative positioning of any specific tori-sector-range that one could mention that is here traveling through Ultimon Flow.The encoder phenomena, along with what these encode for, are now pulled into the Main Heterotic String Fabric. In the meanwhile, it takes the same general circuit around the world-tubes for the superstrings of an encoder as it takes for the respective encoder (the encoders encode for what we would call superstrings) in one hbar time to be in a position to enter the Main Heterotic Stringular Fabric, since the encoders, during instanton, are localized just above the center of the annulus where such encoders pull their respective superstrings, counterstrings, and Planck-Like phenonemena into the mentioned locus of the Main Heterotic Stringular Fabric. For such encoders of our set of parallel universes, which here is the arbitrary case scenario, the encoders then travel into the said Heterotic fabric, pulling themselves with their contingent phenomena norm to anti-holomorphic (relative "down") into the sides of the said Fabric, while then moving in a cross-product directoralization to just "under" the middle set of parallel universes, while then moving norm-to-holomorphic (relatively "up") into the middle set of parallel universes. The prior mentioned encoders then break down into point particles that retain a closely knit neighborhood relative to each other.
The forward time related encoder particles travel counterclockwise around the Ultimon and the backward time related encoder particles travel clockwise around the Ultimon in their respective world-tubes. The same then happens as before, except that the (n-1) function as to the general locus where the tori-sector-ranges are pulled into the Main Heterotic String Fabric happens, in this case, in such a manner so as to pull phenomena into the relatively far set of parallel universes. I will continue with the suspense later. Sincerely, Sam.
The forward time related encoder particles travel counterclockwise around the Ultimon and the backward time related encoder particles travel clockwise around the Ultimon in their respective world-tubes. The same then happens as before, except that the (n-1) function as to the general locus where the tori-sector-ranges are pulled into the Main Heterotic String Fabric happens, in this case, in such a manner so as to pull phenomena into the relatively far set of parallel universes. I will continue with the suspense later. Sincerely, Sam.
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backward moving time,
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Ultimon Flow
Friday, October 22, 2010
A Little Bit More Explaination As To The Construction of the World-Tubes
Well hello again world, this is Sam Roach here! I hope that you are enjoying my physics writings!
The "world-tubes" that involve forward moving time are interconnected via the Lagrangian-based majorized annuli that connect the adjacent of such tubes in an interior directed sense. Such annuli are existent at the interior center of such "world-tubes."
The "world-tubes" that involve backward moving time are interconnected via the annuli that connect the adjacent of such tubes in an interior directed sense. Such annuli are existent at the interior center of such "world-tubes."
The "world-tubes" of the substringular encoders are interconnected with the world-tubes of superstrings -- one of such encoder tubes per two forward moving time involved tubes that correspond to one set of parallel universes, and one of such encoder tubes per two backward moving time involved tubes that correspond to one set of parallel universes. A substringular encoder of forward moving time has the same general Laplacian shape as the corresponding encoder of backward moving time, except that the isomoriphism of two of such encoders is in a reverse directoralization. The substringular encoders are interconnected relatively just below the center of where the two "world-tubes" meet. There is an open region between where a substringular encoder is and the spread of where the mini-string that these tie into are to interconnect the corresponding superstrings and their associated Planck phenomenon related phenomena. This process makes a suppositional set of three tubes act as one tube, in a sense.
The substringular encoders are relatively just above the relative top of the Fabric of the main initiating positions of what I call a Main Heterotic String. So, forward and backward moving space-time fabric bear opposite tenses of what is relative "up" in the substringular fabric and of what is relative "down" in the substringular fabric if one where to observe such substringular fabric from its exterior. So, there is more than one of such six-pointed-star majorized regions of the Main Heterotic Fabric that open up to allow for the flow of superstringular related phenomena per set of parallel universes.
When phenomena initially flows into the Main Heterotic String Fabric, such phenomena flows into the region where the substringular encoders were, since the encoders are relatively "below" where regular space-time-fabric as we know it exists, while then entering the prior named Fabric. This would involve 8*10^(98) superstings for each universe of one main kinematically-based tori-sector-range and 8*10^(98) Planck phenomenon related phenomena for each universe of one main kinematically-based tori-sector-range in the forward moving time section of the Ultimon in-between instantons, and 8*10^(98) superstrings for each universe of one main kinematically-based tori-sector-range for each universe of one main kinematically-based tori-sector-range and 8*10^(98) Planck phenomenon related phenomena for each universe of one main kinematically-based tori-sector-range in the backward moving time section of the Ultimon in-between instantons.
The annuli that interbinds two forward or two backward moving time related world-tubes is larger than the annuli that interbinds such world-tubes of the arbitrarily other two sets of parallel universes.
If the time directed tense of superstrings is to go the other way, then some of the superstrings of one substringular encoder that involves one tense of time will ebb mini-string so as to allow certain of its corresponding superstrings to travel relatively "down" to the space-time-fabric of the opposite directed tense of time until a space-time-coordination is established, while then the forward moving space-time direction will become re-established from that point. I will continue by providing the test questions for the last test of Cousrse 5 later. You have a phenomenal day! Sincerely, Sam.
The "world-tubes" that involve forward moving time are interconnected via the Lagrangian-based majorized annuli that connect the adjacent of such tubes in an interior directed sense. Such annuli are existent at the interior center of such "world-tubes."
The "world-tubes" that involve backward moving time are interconnected via the annuli that connect the adjacent of such tubes in an interior directed sense. Such annuli are existent at the interior center of such "world-tubes."
The "world-tubes" of the substringular encoders are interconnected with the world-tubes of superstrings -- one of such encoder tubes per two forward moving time involved tubes that correspond to one set of parallel universes, and one of such encoder tubes per two backward moving time involved tubes that correspond to one set of parallel universes. A substringular encoder of forward moving time has the same general Laplacian shape as the corresponding encoder of backward moving time, except that the isomoriphism of two of such encoders is in a reverse directoralization. The substringular encoders are interconnected relatively just below the center of where the two "world-tubes" meet. There is an open region between where a substringular encoder is and the spread of where the mini-string that these tie into are to interconnect the corresponding superstrings and their associated Planck phenomenon related phenomena. This process makes a suppositional set of three tubes act as one tube, in a sense.
The substringular encoders are relatively just above the relative top of the Fabric of the main initiating positions of what I call a Main Heterotic String. So, forward and backward moving space-time fabric bear opposite tenses of what is relative "up" in the substringular fabric and of what is relative "down" in the substringular fabric if one where to observe such substringular fabric from its exterior. So, there is more than one of such six-pointed-star majorized regions of the Main Heterotic Fabric that open up to allow for the flow of superstringular related phenomena per set of parallel universes.
When phenomena initially flows into the Main Heterotic String Fabric, such phenomena flows into the region where the substringular encoders were, since the encoders are relatively "below" where regular space-time-fabric as we know it exists, while then entering the prior named Fabric. This would involve 8*10^(98) superstings for each universe of one main kinematically-based tori-sector-range and 8*10^(98) Planck phenomenon related phenomena for each universe of one main kinematically-based tori-sector-range in the forward moving time section of the Ultimon in-between instantons, and 8*10^(98) superstrings for each universe of one main kinematically-based tori-sector-range for each universe of one main kinematically-based tori-sector-range and 8*10^(98) Planck phenomenon related phenomena for each universe of one main kinematically-based tori-sector-range in the backward moving time section of the Ultimon in-between instantons.
The annuli that interbinds two forward or two backward moving time related world-tubes is larger than the annuli that interbinds such world-tubes of the arbitrarily other two sets of parallel universes.
If the time directed tense of superstrings is to go the other way, then some of the superstrings of one substringular encoder that involves one tense of time will ebb mini-string so as to allow certain of its corresponding superstrings to travel relatively "down" to the space-time-fabric of the opposite directed tense of time until a space-time-coordination is established, while then the forward moving space-time direction will become re-established from that point. I will continue by providing the test questions for the last test of Cousrse 5 later. You have a phenomenal day! Sincerely, Sam.
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backward moving time,
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Saturday, March 13, 2010
Course 3 on Lorentz-Four-Contractions, Solutions to Test 2, Part 1
1) One person stands still in the middle of one pedestrian lane that is parallel to two other pedestrian lanes. A second person travels smoothly down one of the two remaining lanes in a craft that is moving at .8c in a given direction. A third person travels smoothly down the third lave in a craft that is moving at cos(30degrees)*c. The initial person described would have a mass, time, and length that would agree with a terrestrial observation. The second person described would have a mass that would be (1/.6) times as much as the initial person, experience .6 the time as the initial person, and would appear to the initial person as having a length (if he/she could theoretically detect the second person) of .6 of the length of the said initial person. The third person, from the perspective of the first person, would experience half the time, have twice the mass, and wold have half the length of the first person, relative to the described first person.
2) The slowest object, (1m/s), from a stander by, would have the least mass, would have the largest length, and the slow moving object would experience the most time. The "moderate" speed, (.01c), would have a barely noticeably smaller length, a larger mass, and would experience less time relative to a stander by. The object traveling at .1c would have significantly less length, would have significantly more mass, and would experience significantly less time relative to a stander by.
3) At the speed of the fastest electron, if you traveled for one-fourth of a relativistic day, over a million years wold have occurred on earth.
4) A mass that has a light-cone-gauge topology that is Kaluza-Klein cannot travel right at light speed because then it would then have all of the mass in the universe. This is shown by the equation m=(1/(1-(v^2/c^2)^.5)). As will be discussed in later courses, this is because a phenomenon with Yau-Exact exterialized singularities that has an abelian topology can not have more than the substringular maximum of fractal and tinsel modulae without fraying.
5) An object that travels just over light speed would have a relatively short imaginary length, would experience a relatively short imaginary time (causing the person to then go back in time), and would have a relatively large imaginary mass relative to a stander by. The object traveling moderately faster than light would experience a larger imaginary length relative to a stander by, would notice time go by in a worm-hole, yet basically no terrestrial time would happen then. The person just spoken of would experience a larger imaginary mass relative to a stander by. A person who travels way faster than light on paper would actually experience the largest imaginary length, would notice way more time within ultimon flow than otherwise ( a stander by cannot experience ultimon flow), and would have a mass that would be quantized with ultimon flow.
2) The slowest object, (1m/s), from a stander by, would have the least mass, would have the largest length, and the slow moving object would experience the most time. The "moderate" speed, (.01c), would have a barely noticeably smaller length, a larger mass, and would experience less time relative to a stander by. The object traveling at .1c would have significantly less length, would have significantly more mass, and would experience significantly less time relative to a stander by.
3) At the speed of the fastest electron, if you traveled for one-fourth of a relativistic day, over a million years wold have occurred on earth.
4) A mass that has a light-cone-gauge topology that is Kaluza-Klein cannot travel right at light speed because then it would then have all of the mass in the universe. This is shown by the equation m=(1/(1-(v^2/c^2)^.5)). As will be discussed in later courses, this is because a phenomenon with Yau-Exact exterialized singularities that has an abelian topology can not have more than the substringular maximum of fractal and tinsel modulae without fraying.
5) An object that travels just over light speed would have a relatively short imaginary length, would experience a relatively short imaginary time (causing the person to then go back in time), and would have a relatively large imaginary mass relative to a stander by. The object traveling moderately faster than light would experience a larger imaginary length relative to a stander by, would notice time go by in a worm-hole, yet basically no terrestrial time would happen then. The person just spoken of would experience a larger imaginary mass relative to a stander by. A person who travels way faster than light on paper would actually experience the largest imaginary length, would notice way more time within ultimon flow than otherwise ( a stander by cannot experience ultimon flow), and would have a mass that would be quantized with ultimon flow.
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perspective,
relativity
Wednesday, March 10, 2010
Course 3 on Lorentz-Four-Contractions, Session 10, Test 2
1) Describe in general how the time, length, and mass of three initially identical objects vary as these go in slightly different speeds.
2) Describe in general ow the time, length, and mass of three initially identical objects vary as one goes about 1m/s, one at about .01c, and one at about .8c. Add specifics about the last two.
3) If you went at virtually the speed of light for what would be for you a brief while, what would have happened to the terrestrial time?
4) Why can't a mass travel at light speed when it has a light-cone-gauge topology that is Kaluza-Klein?
5) Describe the time, length, and mass in general of three initially identical objects that travel at different speeds faster than light.
6) What can travel at light speed? Why?
7) What can travel faster than light speed? Why?
8) May a globally distinguishable non-tachyonic object "catch up'' to light? Why?
9) In the point particle model, how does the association of light's relativity change?
2) Describe in general ow the time, length, and mass of three initially identical objects vary as one goes about 1m/s, one at about .01c, and one at about .8c. Add specifics about the last two.
3) If you went at virtually the speed of light for what would be for you a brief while, what would have happened to the terrestrial time?
4) Why can't a mass travel at light speed when it has a light-cone-gauge topology that is Kaluza-Klein?
5) Describe the time, length, and mass in general of three initially identical objects that travel at different speeds faster than light.
6) What can travel at light speed? Why?
7) What can travel faster than light speed? Why?
8) May a globally distinguishable non-tachyonic object "catch up'' to light? Why?
9) In the point particle model, how does the association of light's relativity change?
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backward moving time,
light speed,
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Planck Length
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