Showing posts with label Fourier differentiation. Show all posts
Showing posts with label Fourier differentiation. Show all posts

Monday, June 25, 2012

Part One Of The Seventeenth Session Of Course Ten

What I could now expound upon is the manner as to how morphological sway conjoins and tears as a metaphorically amorphous fluid of interacting point particles.  Two traits in an arbitrary given case change over time relative to one another as an aggregate action that devolves, and whose corresponding eigenstates encode for a repulsion/attraction covariant-based Fourier differentiation.  Each time one of the said traits aquires more homotopic residue from within the confinement of its Ward-based operand, the other mentioned trait increases the propagation of its norm-state indices as a holonomic eigenpotential.  As the first of the said mentioned traits becomes polarized as a physical substrate relative to the second of the said mentioned traits, each sub-space matrix of the corresponding semi-group that physically inter-relates in a covariant manner the two mentioned traits works to renormalize a kerneled residue of what may be described as a heterogeneous phenomena-based discharge in terms of the topological quantitative integrand of the prior mentioned substrate.  The directly prior mentioned activity works to start the metric-based Fourier differentiation that here occurs between the two separate loci transmutations in terms of the corresponding wave exponentiation and also in terms of the corresponding wave degeneration.  The just mentioned wave exponentiation and wave degeneration may be described respectively as a Clifford Expansion and a Clifford decompactification.  The indical discharge that here occurs between the corresponding pointal oscillations and the corresponding instanton-based couplings, as integrated to take into considering the global interaction between the two two given traits works to "loosen" the quaternionic sway of the given local parameters in terms of the related coaxial torque as a radial majorized tensor.  I will continue with part two soon!  Sincerely, Sam.    

Tuesday, April 12, 2011

Course 6, Session 4, Part One

Well hello world, this is Samuel Roach here! How are you doing?! Please feel free to comment on my blog.


                     
What draws the tori-sector-ranges togetheer into a circular-like entity that helps to form the Ultimon? It takes bonds to form a whole, entire thing. Look at earth. It is a whole, entire thing, yet, it is only one small part of a whole, entire universe. What is the Ultimon? The Ultimon is that fabric of the space-time-continuum that makes it capable of providing the appearance of having a three-dimensional delineation. Remember that the three-dimensional appearance of the universe is called the globally distinguishable, and that the globally distinguishable is due to superstrings differentiating relative to the Bases of Light. Fourier differentiation is change during succeeding metrics. A metric is when you have a sequence that changes in combination relative to itself in some sort of flow that is noticeable as a whole result by any source from within the Ultimon after any sort of succeeding direction. Metrics that coincide will be what we will here call forward, real time (the measurement of what is known as linear time), & these metrics are the thus caused results that are usually dependant on all of the directly past and future results that act upon the sequences of these metrics.

I will end this part of this session with a question that you may ponder in such a fashion so as to be prepared for the second part of this session.: What is the basis of measuring duration both in terms of the sequence of particular instantons as well as the individual motions that happen in-between instantons?

This should be enough food for thought for now.

Sincerely,

Sam.

Part Two Of The Fourth Session Of Course Six

Well hello again world, this is Sam Roach here! I hope that I am keeping up with your attention span!

                     
So, the metrics of the substringular phenomena based on the past and future occurances that happen among such tiny particles and gauge-actions effect the metrics of the rest of the substringular arena that exists along the kinematically Fourier differentiation of phenomena that interacts from within and from outside the Ultimon. The main exception to the condition of metrics that do not have as much of a probability of effecting the surrounding metrics in a necessarily spontaneous way is when eigenstates of space that proceed within a series of space matrices are re-distributed to a sequence that functions as part of a different universe. (Parallel universes that are different do not necessarily have a directly corresponding spontaneous interaction with other universes during covariantly determined group intanton.) All of the parallel universes and time-potentials and sets of parallel universes are the fabric of the Ultimon. For an allegorical example, the earth appears flat, yet the earth is not flat. The direct fabric of the Ultimon appears completely topological and smooth, yet during certain metrics and submetrics that exist over the stretch of space and time, this is not always so. This means that after each duration of the Bases of Light, the flow of phenomena of the Continuum adjusts by one or more discrepancy interiorly on either side of its construction. This discrepancy is due to the fact that there is no such thing as a completely one or two dimensional phenomenon. The conditions that define certain phenomena as one or two dimensional are the Ward Conditions that define the spacial parameters that are used to scope the conformal dimensionality that is used to determine the inter-relationship of dimensionality itself. So, based on certain physical definitions that are used to extrapolate what determines something to be one, two,...to 32 dimensional has to do with discrete physical Ward Conditions. Remember, everything has length, thickness, and width. Accordingly, a tori-sector-range has phenomena on either side that curve relative to the prime given exterioralized phenomena by the radius of a discrete number of second-ordered point particles. A second-ordered point particle is the "skinnyest" type of phenomena that exists in free space. Third-Ordered point particles only exist where second-ordered point particles are at.

I will continue with the suspense later. Sincerely, Sam.

Course 6, Session 4, Part One

Well hello world, this is Samuel Roach here! How are you doing?! Please feel free to comment on my blog.


                     
What draws the tori-sector-ranges togetheer into a circular-like entity that helps to form the Ultimon? It takes bonds to form a whole, entire thing. Look at earth. It is a whole, entire thing, yet, it is only one small part of a whole, entire universe. What is the Ultimon? The Ultimon is that fabric of the space-time-continuum that makes it capable of providing the appearance of having a three-dimensional delineation. Remember that the three-dimensional appearance of the universe is called the globally distinguishable, and that the globally distinguishable is due to superstrings differentiating relative to the Bases of Light. Fourier differentiation is change during succeeding metrics. A metric is when you have a sequence that changes in combination relative to itself in some sort of flow that is noticeable as a whole result by any source from within the Ultimon after any sort of succeeding direction. Metrics that coincide will be what we will here call forward, real time (the measurement of what is known as linear time), & these metrics are the thus caused results that are usually dependant on all of the directly past and future results that act upon the sequences of these metrics.

I will end this part of this session with a question that you may ponder in such a fashion so as to be prepared for the second part of this session.: What is the basis of measuring duration both in terms of the sequence of particular instantons as well as the individual motions that happen in-between instantons?

This should be enough food for thought for now.

Sincerely,

Friday, November 12, 2010

Course 6, Session 7, The Toroidal Nature Of Superstrings

Well hello again world, this is Samuel Roach here!  Here is the continuation of my string theory "saga."                
So, allow me to ellaborate on what I mean by the "Royal Arc.":  As described in earlier courses, the overall world-sheets (the Main Ones) of the Continuum exist as three sets of four hoop-like world-sheets Plus an arrangement that allows these sets to communicate in a sense.  The arrangement here consists of three main phenomena.:  The fields central to the overall "hoops", the Main Heterotic String Fabric, and, an integral half-hoop which I describe as a "Royal Arc."  A half-circle that is majorized through a relatively large Lagrangian, in terms of circumference, is an arbitrary example of an arc.  An integrated half-circumference of a circle that bends around into a circular connection is a half-hoop.  The ways of Main-World-Sheets plus the Main Heterotic String Fabric plus the Royal Arc, as taken from a distance, appears as a circle.  This is because the thickness of those phenomena is so much smaller than the diameter of the Ultimon.  What I am describing here is in the substringular, since one can not detect the general propagation of light in the globally distinguishable as well as one may extrapolate such phenomena in the substringular.  Light usually travels in the half-hoops of the Ultimon.  These "half-hoops" are the basis of the "infinite-world-toroid."  Light, since it usually travels in these half-hoops, usually has residue that is being recycled in the Royal Arc.  From where is light generally detected?  Light is generally detected in the substringualr at each stringular mapping that may be extrapolated in the globally distinguishable, or, a set of strings in the substringular for each of the four Main-World-sheets for each of the three sets of parallel universes per tori-sector-range may be at least a tad detected via mathematical calculations that may be completed from an extrapolation of substringular activity.  Besides the one-fifteenth of phenomena that we can see from earth, all of the rest of the superstrings of the Main-World-Sheets of the given tori-sector-ranges are relatively uniluminated, due to the condition of Ward Polorization.   This means that most physical phenomena is redistribution-based holonomic entity that is not simultaneously integrated directly with the predominant Basis of Light (the layer of reality that corresponds to the predominant layer that we tend to view in our universe.   All sentient beings have perspective based on the Fourier differentiation of light.
I will continue with the suspense of session eight soon.  In the meanwhile, as my dad used to say, "Think enthouseastic, and you will be enthouseastic!"  Please enjoy my blog.  I am more willing to review comments now that the "spam comments" have decreased.  Please, have a phenomenal day!  Sincerely, Sam.                 

Sunday, November 7, 2010

Course 6, Session 6, Test One on The Toroidal Nature of Superstrings

1)  What is a home-tori-sector-range?

2)  Is an infinite-world-toroid literally that?  Explain.

3)  Why does the "infinite"-world-toroid form in a circle?  What is the general name for this hoop-like structure?

                                
4)  What one word describes the ability of superstrings to move along the Ultimon.

5)  Why do adjacent tori-sector-range eigenstates of the same universe generally have "cosmetic" differences?

6)  How do superstrings have a three-dimensional tense?

7)  How may one detect substringular activity when superstrings are smaller than light?

8)  Why are there three "rings" that form the hoop of the Ultimon?  In what way is each ring like a parallelogram?

9)  What is larger:  The detection of a superstrng in the globally distinguishable, or a superstring in its primal shape?

10)  What "cosmetic" condition of the substringular proves that there is always a potential for time to go forwards or backwards within the Fourier differentiation of any given tori-sector-range?

I will provide the solutions to these test questions soon.  In the meanwhile, please feel free to test yourself by trying to answer these test questions.  I am very greatful for my readership.  Please write to me if you do not understand any of my solutions that I am going to provide soon.  I will continue with the suspense later!  Please have a phenomenal day!
Sincerely, Sam.           
  

Sunday, October 31, 2010

Course 6, Session 4, Part 1, Superstrings As Toroidal Phenomena

Well hello world, this is Samuel Roach here!  How are you doing?!  Please feel free to comment on my blog.
What draws the tori-sector-ranges together into a circular-like entity that helps to form the Ultimon?  It takes bonds to form a whole, entire thing.  Look at earth.  It is a whole, entire thing, yet, it is only one small part of a whole, entire universe.  What is the Ultimon?  The Ultimon is that fabric of the space-time-continuum that makes it capable of providing the appearance of having a three-dimensional delineation.  Remember that the three-dimensional appearance of the universe is called the globally distinguishable, and that the globally distinguishable is due to superstrings differentiating relative to the Bases of Light.  Fourier differentiation is change during succeeding metrics.  A metric is when you have a sequence that changes in combination relative to itself in some sort of flow that is noticeable as a whole result by any source from within the Ultimon after any sort of succeeding direction.  Metrics that coincide will be what we will here call forward, real time (the measurement of what is known as linear time), & these metrics are the thus caused results that are usually dependant on all of the directly past and future results that act upon the sequences of these metrics.
I will end this part of this session with a question that you may ponder in such a fashion so as to be prepared for the second part of this session.:  What is the basis of measuring duration both in terms of the sequence of particular instantons as well as the individual motions that happen in-between instantons?             
This should be enough food for thought for now.         
Sincerely,
Sam.