1) Holomorphicity is the condition of a holomorphically directional motion. Holomorphic motion means motion that goes to the relative left and/or in the relative counterclockwise direction. Antiholomorphic motion means motion that goes to the relative right and/or in the relative clockwise direction. Norm to holomorphic means motion that goes in the relative up direction, and norm to antiholomorphic means motion that goes in the relative down direction.
2) A Fourier mode means a mode that involves time, or, in other words, a Fourier mode means a mode that involves the course of two or more sequential iterations of instanton. A Laplacian mode means a mode that does not involve time, or, in other words, a Laplacian mode, in the substringular, means a mode that happens either in a motionless condition or at least in less duration than the Planck Time.
3) A holonomic condition means a condition that appertains to a topological substrate that is composed of one or more eigenstates that work together for the same general function or the same general operation.
4) What I mean in the arbitrary example that I gave of "(n-1)" is the condition of substringular phenomena that belongs to one particular tori-sector-range (one layer of reality that is shared by all of the universes of a set of parallel universes) that involves the said substringular phenomena to enter the Fabric of one of the three main eigenbases of the Main Heterotic Strings one location of what is to be where the Basis of Light of the directly antiholomorphically positioned tori-sector-range from where the Basis of Light of the intial tori-sector-range is to form during the same sub-metric of the ensuing Bases of Light. What I mean by "(n+1)" in the text of what I wrote and typed is the condition of a tori-sector range of substringular phenomena to enter the Fabric of one of the three main eigenbases of a set of parallel universes at the position of what is to be one Basis of Light directly holomoriphic to where the Basis of Light of the intial layer of reality will form during the ensuing sub-metric of the Bases of Light.
5) What I mean by the Bases of Light may have one of two meanings. It sometimes means the Ward Caucy conditions of the total of each Basis of Light, in which a Basis of Light is where all of the Planck phenomenon related phenomena of one tori-sector-range huddle together to form a majorized topological distribution that is relatively proximal during the metric in which this happens to the corresponding superstrings that are associated with the said Planck phenomenon related phenomena. The Bases of Light may also mean the duration of the huddling of the said Planck phenomenon related phenomena that are then relatively proximal to the said Bases of discrete substringular impedance. (Superstrings, though, form discrete substringular permittivity.) Once the space-hole is to the point of almost breaking homotopy, the huddling of the layers of reality pull into instanton-quaternionic-field-iimpulse mode. This impulse-mode redistributes the said substringular phenomea to where these are to reiterate during the ensuing multiplicitly based instanton. The how, what, why, and where of the said ensuing distribution is based on the Ward Caucy interelation of the said superstrings with their corresponding "mini-bases" during the Bases of Light, as well as with the Ward Caucy delineation of the topological sway of the same said phenomena, as well as the Ward Caucy condition of the corresponding substringular encoders.
No comments:
Post a Comment