1) The number of stringular mers that comprise a particular substringular encoder determines the number of instantons that it takes for a particular ground-state to recycle into its opposite type of state of tangency and back.
If a ground or a norm-state switches in tori-sector-range that these correspond with, the total number of instantons required for full recycling will equal the total number of substringular mers existant in the framework of the multiple substringular encoders that such a perturbated superstring directly associates with over a set sequence of unitary Fourier differentiation that locally maps out the recycling of one ground-state or locally map out the recycling of one norm-state.
2) Ground-States and Norm-States.
3) Norm-States recycle into ground-states involved with the kinematic sequential series of the local group Chi-Shaped-Trace, while then recycling back into norm-states via their local group cross-section that is directly involved with the Royal Arc. Each step of such recycling happens during the sub-metric that happens during the duration that happens via the sub-metric that is directly associated with the Bases of Light, -- and in an indistinguishably different manner so that order is maintained in the localization of covariant norm-states and ground-states.
4) Ground-States are recycled as in "3," except that these initially recycle into norm-states via the Royal Arc, while then recycling back into ground-states via the local group Chi-Shaped-Trace associated with the corresponding Basis of Light that the described ground-states are associated with (ground-states that return to their home-tori-sector-range are recycled into norm-states and then back into ground-states that are directly associated with their original Home-Basis of Light), during its metrics -- such a trace existing in the general locus of the Main-Heterotic-String-Fabric.
The next four test solutions will be provided in the next post, while the last four test solutions will be provided in the post after that. I will continue with the suspense later! Until then, you have a phenomenal day!
Sincerely, Sam Roach.
Showing posts with label tori-sector-ranges. Show all posts
Showing posts with label tori-sector-ranges. Show all posts
Wednesday, January 12, 2011
Sunday, January 9, 2011
Test Questions For The Second Test Of Course Six (6)
1) What factor allows one to know how many instantons of a set tori-sector-range needs to iterate in order to define when a first-ordered point particle of a superstring, of the described tori-sector-range, will be recycled from being converted with indistinguishable difference into a different form of differential geometry while then being recycled back with a similar tense of indistinguishable difference back into the same general format of differential geometry?
2) What are the two general differential geometry types?
3) Describe in general how norm-state-related first-ordered point particles of the substringular are recycled.
4) Describe in general how ground-state-related first-ordered point particles of the substringular are recycled.
5) When both limits of the Royal Arc are commuted through recycling, what is this shape?
6) What is this prior mentioned shape in reference to test statement "6" as integrated along one general main world-sheet?
7) Describe why there are, in-between the durations of each instanton, instanton-quaternionic-field-impulses.
8) Describe how tori-sector-ranges vary in flow.
9) Describe why a "steady-state" related superstring must constantly, in-between the duration of each instanton, travel along the whole orbit of the Continuum.
10) What fascillitates the binding of superstrings in the globally distinguishable?
11) Why must substringular travel be almost instantaneous in terms of our terrestrial time?
12) Why is dark phenomena essential in order for any phenomena to exist at all under our present conditions of time and space?
2) What are the two general differential geometry types?
3) Describe in general how norm-state-related first-ordered point particles of the substringular are recycled.
4) Describe in general how ground-state-related first-ordered point particles of the substringular are recycled.
5) When both limits of the Royal Arc are commuted through recycling, what is this shape?
6) What is this prior mentioned shape in reference to test statement "6" as integrated along one general main world-sheet?
7) Describe why there are, in-between the durations of each instanton, instanton-quaternionic-field-impulses.
8) Describe how tori-sector-ranges vary in flow.
9) Describe why a "steady-state" related superstring must constantly, in-between the duration of each instanton, travel along the whole orbit of the Continuum.
10) What fascillitates the binding of superstrings in the globally distinguishable?
11) Why must substringular travel be almost instantaneous in terms of our terrestrial time?
12) Why is dark phenomena essential in order for any phenomena to exist at all under our present conditions of time and space?
Wednesday, December 29, 2010
Part One Of Session Ten Of Course Six
Well hello again world, this is Sam Roach here to provide you with another session on the sixth course that I had written the gist of back in 2002. This course is about the toroidal nature of superstrings.
How does the flow of the point particles of all of the tori-sector-ranges, taken as a whole, fit together?
Some of the tori-sector-ranges within the Ultimon, at any given instant in-between individual durations of instanton, are flowing faster than others, and some of the tori-sector-ranges within the Ultimon are traveling slower than others at any given instant in-between individual durations of instantons. There are many tori-sector-ranges within the Ultimon that are going through their transversal and radial propagations within their eigen operands, or, in other words, these ranges are flowing at such a rate so exactly similar that you may as well say that their flow is at the exact same rate with no significant differences here. What allows the differences in the flow rates of these tori-sector-ranges relative to one another while still allowing for a smoothly running Ultimon and thereby a smoothly running Continuum? Forward time momentum ironically moves relatively counterclockwise or, in other words holomoriphically, through the Ultimon. Substringular encoders for forward moving time exist in a different "hoop" than that of substringular encoders of backward moving time. Clocks move relatively clockwise. Let's say that that a particular tori-sector-range flowed slower than average. Several tori-sector-ranges "behind" it were moving faster than what here would be deemed as an average rate. The tori-sector-ranges would gradually slow down to the rate of the slower tori-sector-range that was relatively holomoriphically positioned ahead of the said range for forward moving time ore positioned relatively antiholomoriphically ahead of the mentioned range for backward moving time. Tori-Sector-Range flow rate a is almost instantaneous in-between the durations of instanton eigenmetrics, and instantons are the smallest units of discrete time that we may normally detect, since instantons are discrete units of organized duration. Ultimon cycle is in about 10^(-43)I seconds, so, tori-sector-range flow does not differ in duration over the course of our Continuum by any significant degree spontaneously -- although instanton has slowed mildly since the "Big-Bang." So, the differences in the rates of any tori-sector-ranges when taken in a covariant Laplacian manner in-between two specific eigenstates of instanton are always within a googleth of an imaginary second of Sub-Fourier Translation in terms of the group velocity of the individual of such ranges correlative to one another. This means that that all of the action of the Continuum is defined in the substringular in what we may conceive of as the integration of both all of organized and unorganized time. What I just stated here is the summation of all of the instantons plus the summation of all of the Ultimon flows that occur in-between the described instantons -- So, physical time equals the summation of all Real and Imaginary Time. Imaginary Time is the summation of all of the gauge-metrics that occur in such a relatively disorganized manner in that we as people are not generally able to percieve of the eigenstates and the sub-eigenstates that transpire during such an unnoticed set of durations. We as people are only able to detect time -- for all practical purposes -- when the superstrings that make up discrete units of energy permittivity are organized according to the Ward Laplacian conditions that are affiliated within their conformal dimensions. One-dimensional superstrings have a basis of a conformal dimension of one while two-dimensional superstrings have a basis of a conformal dimension of two. The condition of the organization of conformal dimension is based on the Laplacian mapping out of the associated hermicity that each superstring bears both individuallyand multiplictly during instanton while also simultaneously groupwise in terms of the iteration and the reiteration of all of the unfrayed superstrings that exist after instanton-quaternionic-field-impulse-mode on account of the fact that all unfrayed superstrings go through instanton simultaneously on account of the sub-metric that happens instantaneously in terms of a multiplicity terrestrial manner of determining the gauging of the metrics of the substringular. I will continue with the suspense later! I appologize that it is impossible to describe everything about string theory in a few words without indicating all of the exceptions while still providing a vividly clear meaning as to what I mean. I thank you for your reading time!
Have a phenomenal day! Sincerely, Sam.
How does the flow of the point particles of all of the tori-sector-ranges, taken as a whole, fit together?
Some of the tori-sector-ranges within the Ultimon, at any given instant in-between individual durations of instanton, are flowing faster than others, and some of the tori-sector-ranges within the Ultimon are traveling slower than others at any given instant in-between individual durations of instantons. There are many tori-sector-ranges within the Ultimon that are going through their transversal and radial propagations within their eigen operands, or, in other words, these ranges are flowing at such a rate so exactly similar that you may as well say that their flow is at the exact same rate with no significant differences here. What allows the differences in the flow rates of these tori-sector-ranges relative to one another while still allowing for a smoothly running Ultimon and thereby a smoothly running Continuum? Forward time momentum ironically moves relatively counterclockwise or, in other words holomoriphically, through the Ultimon. Substringular encoders for forward moving time exist in a different "hoop" than that of substringular encoders of backward moving time. Clocks move relatively clockwise. Let's say that that a particular tori-sector-range flowed slower than average. Several tori-sector-ranges "behind" it were moving faster than what here would be deemed as an average rate. The tori-sector-ranges would gradually slow down to the rate of the slower tori-sector-range that was relatively holomoriphically positioned ahead of the said range for forward moving time ore positioned relatively antiholomoriphically ahead of the mentioned range for backward moving time. Tori-Sector-Range flow rate a is almost instantaneous in-between the durations of instanton eigenmetrics, and instantons are the smallest units of discrete time that we may normally detect, since instantons are discrete units of organized duration. Ultimon cycle is in about 10^(-43)I seconds, so, tori-sector-range flow does not differ in duration over the course of our Continuum by any significant degree spontaneously -- although instanton has slowed mildly since the "Big-Bang." So, the differences in the rates of any tori-sector-ranges when taken in a covariant Laplacian manner in-between two specific eigenstates of instanton are always within a googleth of an imaginary second of Sub-Fourier Translation in terms of the group velocity of the individual of such ranges correlative to one another. This means that that all of the action of the Continuum is defined in the substringular in what we may conceive of as the integration of both all of organized and unorganized time. What I just stated here is the summation of all of the instantons plus the summation of all of the Ultimon flows that occur in-between the described instantons -- So, physical time equals the summation of all Real and Imaginary Time. Imaginary Time is the summation of all of the gauge-metrics that occur in such a relatively disorganized manner in that we as people are not generally able to percieve of the eigenstates and the sub-eigenstates that transpire during such an unnoticed set of durations. We as people are only able to detect time -- for all practical purposes -- when the superstrings that make up discrete units of energy permittivity are organized according to the Ward Laplacian conditions that are affiliated within their conformal dimensions. One-dimensional superstrings have a basis of a conformal dimension of one while two-dimensional superstrings have a basis of a conformal dimension of two. The condition of the organization of conformal dimension is based on the Laplacian mapping out of the associated hermicity that each superstring bears both individuallyand multiplictly during instanton while also simultaneously groupwise in terms of the iteration and the reiteration of all of the unfrayed superstrings that exist after instanton-quaternionic-field-impulse-mode on account of the fact that all unfrayed superstrings go through instanton simultaneously on account of the sub-metric that happens instantaneously in terms of a multiplicity terrestrial manner of determining the gauging of the metrics of the substringular. I will continue with the suspense later! I appologize that it is impossible to describe everything about string theory in a few words without indicating all of the exceptions while still providing a vividly clear meaning as to what I mean. I thank you for your reading time!
Have a phenomenal day! Sincerely, Sam.
Tuesday, November 23, 2010
A Summary Of Part Two Of Session 1 Of Course 6
Well hello again world, this Sam Roach here! I am about to summarize the second part of the first session of Course 6.
Superstrings and first-ordered point particles tend to have a "home" tori-sector-range. This means that the described first-ordered point particles and superstrings tend to exist during instanton within the same layer of reality. Yet, some first-ordered point particles and superstrings may sometimes exist in individual yet various layers of reality over a sequential set of Fourier Transformations over a set period of time. Some superstrings and first-ordered point paricles are perturbated to the extent that these said phenomena never settle within a set layer of reality.
Each layer of reality is correlative to a Basis of Light. Each Basis of Light is related to one tori-sector-range. The substringular phenomena that belong pajoritatively to one layer of reality tend to remain in one tori-sector-range and thus these phenomena exist paroritatively within the neighbood of one particular indistinguishably differently localized Basis of Light. The substringular phenomena that do not have a stable "home" tori-sector-range tend to flow through the orbifold eigenset related "kernels" or the gaps in-between orbifold eigensets so as to form many differently localized bonds with different orbifold eigensets that belong to various layers of reality. This is what I mean by that some substringular phenomena tend to not have a "home" tori-sector-range in over any spontaneous Fourier Translation of Lagrangian-based kiinematic Hamiltonian eigenmetric.
Yet, in either case, whether certain substringular phenomena are to tend to have a "home" tori-sector-range while other certain substringular phenomena tend to alter the basis of what tori-sector-range that these later said phenomena are to most directly be kinematically interactive in, the Fourier Translations of superstrings and first-ordered point particles differentiate via their kinematic Hamiltonian operations in such a Gaussian based symmetry that is non-trivially isomorphic in terms of harmonically based orbifolds and orbifold eigenstates, while differentiating via their kinematic Hamiltonian operations in such a Gaussian based symmetry that is trivially isomoriphic in terms of anharmonically based orbifolds and orbifold eigenstates, in such a manner so that the operand of the interaction of the associated space-time-fabric is made to bear a hermitian interation that produces the condition of the recycling of norm to ground and ground to norm states -- as well as recycling the indistinguishable indices that define the bases of the eigenstates that are multiplicitly directoralized under the condition of altering holomorphicity (left moving versus right moving (relative)). This is because the Gaussian conditions described produce the norm conditions that are necessary for organized and thus Real Reimmanian space-time iterations in so that the conditions of smooth-curvature based norm-conditions and jointal based norm-conditions may indistinguishably intechange so as to allow for the continued existence of the interaction of substringular field networking that is necessary for continued existence. Sincerely, Sam.
Superstrings and first-ordered point particles tend to have a "home" tori-sector-range. This means that the described first-ordered point particles and superstrings tend to exist during instanton within the same layer of reality. Yet, some first-ordered point particles and superstrings may sometimes exist in individual yet various layers of reality over a sequential set of Fourier Transformations over a set period of time. Some superstrings and first-ordered point paricles are perturbated to the extent that these said phenomena never settle within a set layer of reality.
Each layer of reality is correlative to a Basis of Light. Each Basis of Light is related to one tori-sector-range. The substringular phenomena that belong pajoritatively to one layer of reality tend to remain in one tori-sector-range and thus these phenomena exist paroritatively within the neighbood of one particular indistinguishably differently localized Basis of Light. The substringular phenomena that do not have a stable "home" tori-sector-range tend to flow through the orbifold eigenset related "kernels" or the gaps in-between orbifold eigensets so as to form many differently localized bonds with different orbifold eigensets that belong to various layers of reality. This is what I mean by that some substringular phenomena tend to not have a "home" tori-sector-range in over any spontaneous Fourier Translation of Lagrangian-based kiinematic Hamiltonian eigenmetric.
Yet, in either case, whether certain substringular phenomena are to tend to have a "home" tori-sector-range while other certain substringular phenomena tend to alter the basis of what tori-sector-range that these later said phenomena are to most directly be kinematically interactive in, the Fourier Translations of superstrings and first-ordered point particles differentiate via their kinematic Hamiltonian operations in such a Gaussian based symmetry that is non-trivially isomorphic in terms of harmonically based orbifolds and orbifold eigenstates, while differentiating via their kinematic Hamiltonian operations in such a Gaussian based symmetry that is trivially isomoriphic in terms of anharmonically based orbifolds and orbifold eigenstates, in such a manner so that the operand of the interaction of the associated space-time-fabric is made to bear a hermitian interation that produces the condition of the recycling of norm to ground and ground to norm states -- as well as recycling the indistinguishable indices that define the bases of the eigenstates that are multiplicitly directoralized under the condition of altering holomorphicity (left moving versus right moving (relative)). This is because the Gaussian conditions described produce the norm conditions that are necessary for organized and thus Real Reimmanian space-time iterations in so that the conditions of smooth-curvature based norm-conditions and jointal based norm-conditions may indistinguishably intechange so as to allow for the continued existence of the interaction of substringular field networking that is necessary for continued existence. Sincerely, Sam.
Wednesday, October 27, 2010
Course 6, Session 1, Part 2, Superstrings As Toroidal Phenomena
Well hello again world, this is Samuel Roach again! I hope that everything is o.k. with you!
The reason why certain point particles do not always form as strings within their home tori-sector-ranges is becauses some point particles are residue that is about to be integrated into the substringular phenomena. When light brings in nodes as ripples OR releases rippled nodes within the Basis of Light within a moment, these extra nodes do not exist within strings, yet these nodes are about to be incorporated into superstrings or relaeased into the general point particle stratum of their "home" sector-ranges. If the rippled nodes are released residue that flows into the stratum of the point particles of a tori-sector-range, then the point particles of the said sector-range will mold the nodes so that these will eventually form as strings (superstrings) -- yet not necessarily as superstrings of that sector. If a node is rippled toward the strings of an instanton-quaternionic-field-impulse-range during a moment, then this node will help to form a superstring during a later iteration. The more iterations of the Ultimon that happen, the more point particles that find a "home" in any given tori-sector-range. Many point particles find a "home" in any given tori-sector-ranges over the Fourier Transformation of a sequential series of instantons. Certain point particles may never find a home in more that one tori-sector-range. Since all residue is used, all point particles eventually have a home tori-sector-range. Home-Tori-Sector-Ranges help to perpetuate existence so that the layers of the reality of individual universes are not scattered to the point of disorientation. Such orientation is partially due to the Bette Action that orientates superstrings with their counterparts via the Laplacian Poincaire condition known as the Grassman Constant, which happens during instanton. The existence of the Bases of Light and the existence of the Space-Hole, as well as the Laplacian Ward Caucy codifferentiation between the Bases of Light and their corresponding supserstrings, as well as the "space-hole", and even as well as the condition that each Basis of Light has a different Laplacian topological surface-based trajectory along with the fact that the Basis of Light that equally involves forward and backward moving time flow is always the main kinematically based Basis of Light -- effects the condition that superstrings and point particles of a specific Hodge nature have a tendency of "wanting" to belong to their home-tori-sector-range. I will continue with the suspense later!
To me, these posts utilize more imagination and cognitions than most of the other things that I am willing to talk about. I sure hope that you have a marvalous day! What a phenomena! Sincerely, Sam.
The reason why certain point particles do not always form as strings within their home tori-sector-ranges is becauses some point particles are residue that is about to be integrated into the substringular phenomena. When light brings in nodes as ripples OR releases rippled nodes within the Basis of Light within a moment, these extra nodes do not exist within strings, yet these nodes are about to be incorporated into superstrings or relaeased into the general point particle stratum of their "home" sector-ranges. If the rippled nodes are released residue that flows into the stratum of the point particles of a tori-sector-range, then the point particles of the said sector-range will mold the nodes so that these will eventually form as strings (superstrings) -- yet not necessarily as superstrings of that sector. If a node is rippled toward the strings of an instanton-quaternionic-field-impulse-range during a moment, then this node will help to form a superstring during a later iteration. The more iterations of the Ultimon that happen, the more point particles that find a "home" in any given tori-sector-range. Many point particles find a "home" in any given tori-sector-ranges over the Fourier Transformation of a sequential series of instantons. Certain point particles may never find a home in more that one tori-sector-range. Since all residue is used, all point particles eventually have a home tori-sector-range. Home-Tori-Sector-Ranges help to perpetuate existence so that the layers of the reality of individual universes are not scattered to the point of disorientation. Such orientation is partially due to the Bette Action that orientates superstrings with their counterparts via the Laplacian Poincaire condition known as the Grassman Constant, which happens during instanton. The existence of the Bases of Light and the existence of the Space-Hole, as well as the Laplacian Ward Caucy codifferentiation between the Bases of Light and their corresponding supserstrings, as well as the "space-hole", and even as well as the condition that each Basis of Light has a different Laplacian topological surface-based trajectory along with the fact that the Basis of Light that equally involves forward and backward moving time flow is always the main kinematically based Basis of Light -- effects the condition that superstrings and point particles of a specific Hodge nature have a tendency of "wanting" to belong to their home-tori-sector-range. I will continue with the suspense later!
To me, these posts utilize more imagination and cognitions than most of the other things that I am willing to talk about. I sure hope that you have a marvalous day! What a phenomena! Sincerely, Sam.
Friday, October 1, 2010
Course 5, Session 9, Part 1
Hello again, this is Sam Roach here! How are you doing?! Well, in this session, I am about to explain more about the nature of how the differential geometry of Planck Phenomenon related phenomena effect the nature of reality that we undergo. Remember how I previously described the "U'" shapes that comprise part of the topological morphology of Planck related phenomena? Well, here I go with more of an explanation as to how the configuration of this aspect effects our observation of reality. If the "U's" of a Basis of Light are not equal in proportion, then time does not equally move forward verses backward in the respective tori-sector-range. The more that the described "Us'" are elliptically concave, the more that the respective tori-sector-ranges involve forward time moving substrings. However, the more that the described 'Us'" are hyperbolically concave, the more that the respective tori-sector-ranges involve backward time moving substrings.
Time may travel in different directions in different tori-sector-ranges, since there are, in general, at least some spaces in-between point particles. Here, mini-string configurations are the fields of the condensed oscillations that comprise the related first-ordered point particles. These fields, when not repelling, allow points to travel freely in space. The spaces in-between these point are the operands of the associated point particles.
Strings have points near each other. Sets of first-ordered point particles being near each other form nodes with sets of other of such point particles that are also near each other. The point densities are like nodes themselves that retie with other Bases of Light in many combinations through the progression of the redistribution of the interacting substringular fields or mini-string that governs these. This force of substringular field is a sub-force which I have called the Constituent Force. This sub-force is simultaneous mind and matter. As the Creative Force brings life, peace, and consciousness into its observation, the substrings, in general, of the Ultimon, retie in countless recombinations. Relative nodes of tori-sector-ranges cause light to scatter with strings countless times in each tori-sector-range. (Tori-Sector-Ranges meaning the set of Gliossi-Sherk-Olive fields that are potentially kinematic over a Fourier Group Metric for a given layer of actual reality.)
Time may travel in different directions in different tori-sector-ranges, since there are, in general, at least some spaces in-between point particles. Here, mini-string configurations are the fields of the condensed oscillations that comprise the related first-ordered point particles. These fields, when not repelling, allow points to travel freely in space. The spaces in-between these point are the operands of the associated point particles.
Strings have points near each other. Sets of first-ordered point particles being near each other form nodes with sets of other of such point particles that are also near each other. The point densities are like nodes themselves that retie with other Bases of Light in many combinations through the progression of the redistribution of the interacting substringular fields or mini-string that governs these. This force of substringular field is a sub-force which I have called the Constituent Force. This sub-force is simultaneous mind and matter. As the Creative Force brings life, peace, and consciousness into its observation, the substrings, in general, of the Ultimon, retie in countless recombinations. Relative nodes of tori-sector-ranges cause light to scatter with strings countless times in each tori-sector-range. (Tori-Sector-Ranges meaning the set of Gliossi-Sherk-Olive fields that are potentially kinematic over a Fourier Group Metric for a given layer of actual reality.)
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