5) Protons and neutrons are nucleons. Nucleons are comrprised of more closed-strings over time than electrons do. Closed strings in nucleons work to form the mass of phenomena -- in this case, particularly in the said nucleons.
6) Real-Based cohomology is substringular Yakawa interconnection that is both Gliossi during group instanton, and also here involving a topological interconnection that is focused on the relative Real Reimmanian plane.
7) Imaginary or Njenhuis cohomology is substringular Yakawa interaction that is Gliossi outside of group instanton, and/or Njenhuis cohomology may also often involve a cohomological bonding that is off of the relative Real Reimmanian plane.
8) When two-dimensional world-sheets interact in a cohomological manner with three-dimensional world-sheets that bear even Ward-Neumman boundaries, the respective cylindrical ghost anomalies that are directly associated with the two-dimensional world-sheets are twisted or torqued by the respective three-dimensional shaft-like ghost anomalies in so as to form a Chern-Simmons effect upon the eluded to Yakawa Coupling that thus forms a resulting Doubolt cohomology.
9) Njenhuis ghost anomalies are the residue of ghost anomalies that exist outside of the iterations of group instanton, and/or these may also be ghost anomalies that are situated off of the relative Real Reimmanian plane.
10) When a cohomology that is Rham is connected into a Doubolt cohomology -- or vice-versa -- this is a cohomology shift. A Rham-based cohomology is hermitian, while a Doubolt-based cohomology is Chern-Simmons.
11) Cohomologies shift when a hermitian ghost-anomaly-based pattern is to shift from being harmonic to being anharmonic -- and vice-versa. This is to happen in order for there to be both essential entropy, reassorted entropy, and also for there to be a shift of anharmonic ghost-based patterns back into harmonic ghost-based patterns.
Thursday, December 5, 2013
Wednesday, December 4, 2013
The First Set Of The Test Solutions To The Last Test To Course 14 About Group Action
1) The fractal of an electric field in the substringular is the angular momentum of superstrings. The angular momentum of superstrings is the Hamiltonian-based leveraged wave-tug/wave-pull that is exerted in a transversal manner upon a substringular phenomenon. Amperage itself is charge per time.
2) The fractal of a magnetic field in the substringular is the Hamiltonian-based spin-orbital-momentum that exists among substringular phenomena. This is the Hamiltonian-based leveraging of the wave-tug/wave-pull that is exerted in a radial manner upon a substringular phenomenon. Voltage is energy per charge.
3) Planck phenomena flow as the discrete units of energy impedance in the substringular. Wavelength of electromagnetic energy pulsates in a manner in so that the electric field that directly corresponds to this fluctuates over time, in accordance to the extrapolation-based measurments of their respective directly corresponding eluded to wavelengths.
4) Electrons are comprised of more plain kinetic energy than neucleons, over time. Plain kinetic energy bears discrete energy permittivity in the form of open-superstrings. The just eluded to open strings close when such kinetic energy is released from a dropping electron, in the form of a photon. A photon is a discrete unit of electromagnetic energy.
2) The fractal of a magnetic field in the substringular is the Hamiltonian-based spin-orbital-momentum that exists among substringular phenomena. This is the Hamiltonian-based leveraging of the wave-tug/wave-pull that is exerted in a radial manner upon a substringular phenomenon. Voltage is energy per charge.
3) Planck phenomena flow as the discrete units of energy impedance in the substringular. Wavelength of electromagnetic energy pulsates in a manner in so that the electric field that directly corresponds to this fluctuates over time, in accordance to the extrapolation-based measurments of their respective directly corresponding eluded to wavelengths.
4) Electrons are comprised of more plain kinetic energy than neucleons, over time. Plain kinetic energy bears discrete energy permittivity in the form of open-superstrings. The just eluded to open strings close when such kinetic energy is released from a dropping electron, in the form of a photon. A photon is a discrete unit of electromagnetic energy.
Monday, December 2, 2013
The Test Questions Of The Last Test Of Course 14 About Group Action
1) How is the fractal of the electric field -- in the substringular -- associated with the differentiation of a superstrings? What is amperage?
2) How is the fractal of the magnetic field -- in the substringular -- associated with the differentiation of a superstring? What is voltage?
3) How do Planck phenomena flow as light? Describe the wavelength of light in general.
4) Describe the open-string relation of electrons.
5) Describe the closed-string relation of protons and of neutrons.
6) Describe Real Reimmanian-based cohomology.
7) Describe Imaginary-based cohomology.
8) Describe what happens when two-dimensional world-sheets meet three-dimensional world-sheets with even Ward-Neumman boundaries.
9) Describe ghost anomalies that are relatively Njenhuis.
10) Describe cohomology shifts.
11) Explain why both Njenhuis and Real Reimmanian-based cohomologies exist.
2) How is the fractal of the magnetic field -- in the substringular -- associated with the differentiation of a superstring? What is voltage?
3) How do Planck phenomena flow as light? Describe the wavelength of light in general.
4) Describe the open-string relation of electrons.
5) Describe the closed-string relation of protons and of neutrons.
6) Describe Real Reimmanian-based cohomology.
7) Describe Imaginary-based cohomology.
8) Describe what happens when two-dimensional world-sheets meet three-dimensional world-sheets with even Ward-Neumman boundaries.
9) Describe ghost anomalies that are relatively Njenhuis.
10) Describe cohomology shifts.
11) Explain why both Njenhuis and Real Reimmanian-based cohomologies exist.
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