A Summary Of The Second Part Of The Fourth Session Of Course Six

Well hello once again, this is Sam Roach here!  I am here today to further summarize the fourth session of Course Six.
           
Phenomena of one set of parallel universes may exist in anywhere from one to 32 dimensions, depending on the conformal dimensionality of a given phenomena, the locus of where it is differentiating, and the Lagrangian that it is differentiating in, both in terms of the Laplacian and/or the Fourier Transformations that a said phenomena is being redelineated and/or redistributed through operationally via the operand of space.  Yet, when one gets right down to it, even though superstrings are either two-dimensional or one-dimensional -- depending on whether the said superstrings are bosonic or fermionic -- and point particles are considered as zero dimensional phenomena, the foundation of the existence of operational kinematic substance is based on the existence of three dimensions that interact on a fractored level when it comes to the very small phenomena that I described that has a conformal dimension of two, one, or zero, respectively.

So, a superstring that has a conformal dimension of one has a field that bears at least two spacial dimensions, and a superstring that has a conformal dimension of two has a field that bears at least three spacial dimensions. The condition of one-dimensional strings having a field that bears two spacial dimensions is based on the most fundamental Laplacian-based delineation of a one-dimensional superstring.
The condition of two-dimensional strings having a field that bears three dimensions is based on the most fundamental Laplacian-based delineation of two-dimensional superstrings.
A supersting moves through space over a Fourier Transformation that bears kinematic operation that is relative to the Fourier Transformations that appertains to the kinematic operation of the other superstrings that exist in physical space-time-fabric.  The mapping of the transference of a superstring from its basis of field dimensionality into one or more dimensions that incorporate the kinematic operation of the said superstring over the course of instantons via a Fourier Transformation describes a multidimensional setting that is propagated through the operand of space into other dimensions that may be described by one or more axial directoralizations.  Such a framework of dimensionality that is propagated through via the basis of one or more axials that allows for the kinematic operation of a superstring over the course of a relatively limited Fourier Transformation is what I mean in my writings as a Lagrangian.  As you will learn in later courses, the norm conditions of corresponding Planck phenomenon related phenomena relative to one another is one of the main reasons why superstrings of one universe tend to operate kinematically through time in that universe as a general tendency unless such norm conditions are altered.  You will learn more about what I mean by such norm conditions later in courses nine and ten -- and I wish to sell courses nine and ten before then.
I hope that I am building tremendous suspense for my readers, and I will continue the suspense later!
You have a phenomenal day!  Sincerely, Sam Roach.