Showing posts with label Chi-Shaped-Trace. Show all posts
Showing posts with label Chi-Shaped-Trace. Show all posts
Monday, January 23, 2012
Just To Make Sure
Superstrings are made up of beaded first-ordered-point-particles that exist in a Laplacian-based radial path for two-dimensional superstrings and of beaded first-ordered-point-particles that exist in a Laplacian-based linear path for one-dimensional superstrings. Two-Dimensional superstrings are vibrating hoops of discrete energy permittivity. One-Dimensional superstrings are vibrating strands of discrete energy permittivity. The first-ordered-point-particles that comprise superstrings are interconnected via what I term of as mini-string. Mini-String phenomena comprise the fields of superstrings. Mini-String is beaded second-ordered-point particles that are interconnected via sub-mini-string. The second-ordered-point-particles are comprised of by third-ordered-point-particles that are interconnected via sub-mini-string. Mini-String interconnect superstrings. The first-ordered-point-particles that comprise superstrings are comprised of metaphoically-based balls-of-yarn-like compactified mini-string. As superstrings move, the mini-string that comprises the first-ordered point particles that comprise the said superstrings ebb away and back into the first-ordered-point-particles so as to provide a continuous flow of substringular fields. Second-Ordered-Point-Particles are comprised of third-ordererd-point particles that fill the said second-ordered-point-particles in a metaphorically-based balls-of-yarn-like manner. The sub-mini-string mers are held together via a fractal of pressurized vacuum-like activity. The motion of the substrings, their fields, and the entirety of substringular activity is what forms the prior mentioned fractal of pressurized vacuum. The Fadeev-Popov-Traces which are like a directly reverse-holomorphic field trajectory of superstrings are discrete energy impedance. Fadeev-Popov-Traces are comprised of by beaded mini-string that forms a Chi-Shape that is interlaced with a figure-eight shape in a Laplacian-like manner. The motion of discrete energy forms Gliossi-Sherk-Olive ghost anomalies that act as a substrate for the dilatons and dilatinos that are formed when such ghost anomalies are scatterd by the norm-states that strike the said anomalies in the process of the said norm-states motion in the reverse holomorphic direction relative to the arbitrary holomorphic motion of any given superstrings. So, as superstrings move in an arbitrary holomorphic direction, the norm-states that move in the same arbitrary given holomorphic direction form Gliossi-Sherk-Olive ghosts. The motion of norm-states that move in the reverse general holomorphic direction at some later metric scatter the mentioned ghosts so as to form that phenomena that consequently form the dilatons and dilatinos that are pulled off of the Real Reimmanian Plane so as to form gravitons and gravitinos that are the gravitational particles that cause the activity of gravity via their affect upon the Rarita Structure via the Ricci-Action.
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Labels:
"mini-string",
Chi-Shaped-Trace,
Fadeev-Popov-Trace,
Gliossi-Sherk-Olive,
Laplacian,
Laplacian-like,
permittivity,
Rarita Structure,
Real Reimmanian plane,
Ricci-Action
Wednesday, January 12, 2011
Part One of the Test Solutions For the Second Test of Course Six
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.
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.
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Labels:
Bases of Light,
Basis of Light,
Chi-Shaped-Trace,
covariant locus,
Fourier activity,
ground-states,
Main-Heterotic-String-Fabric,
negative-norm,
sub-metric,
substringular encoder,
tori-sector-ranges
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