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Electricity: ∆²

±∞ ¬∆@ST:















3 ages of machines evolution






















Scale, the 3 aforementioned  scales for any super organism








So this is most important upgrade of spacetime theory since Einstein’s 4D formalism – which corresponds to the limit of 5D metrics in a single scale, that of the galatom’s light spacetime.

Yet the blog is extremely extensive in its scope and due to the fact it is the work of a single researcher, by force incomplete. It is the ‘first seed’ of a new paradigm of philosophy of science.

The blog in any case divide in 4 lines, which try to develop the model for the main superorganisms of the Universe and its parts, the galatom (physical superorganism that stretches from a planckton – a Planck constant – to a galaxy) and within this ‘nested organism’, the Earth, a superorganism which has both geological and biological nested superorganisms in its surface, of which we study according to the arrow of increasing evolution of information 3 ages, the life age of Gaia, the human age of History and the machine age of the FMMI system of company mothers that reproduce and evolve machines of information (Financial media system) and energy (Military-Industrial system) or ‘Metal-earth.

The study follows a simple scheme. The first line is a sentence that explains in space the 5 components of all superorganisms, and how they are studied in each scale by a different ‘stience’ (space-time science), in its spatial form and its reproductive and evolutionary worldcycles.

ω: The 3 final SCALAR D¡isomorphisms (∆) taking place outside the being, existential life cycle, as part of a larger world of hierarchical social scales (§), as it performs those actions through ∆±4 Planes self-centered in its mind, beyond which it cannot longer perceive, to become if successful a new superorganism of the infinite planes of God, the game of existence, (11 Disomorphism).                                                                                                        

In the second line we study those superorganisms, which unlike in physics that highlights them by size, exploring the smallest and largest scale of the galatom as if they were more important, follows the nested model according to which since all superorganisms follow similar laws, and in organisms, survival matters, the most important are not the largest/smallest but the ones closer to us, human beings, so we dedicate more space to the study of the 3 ages of Earth, the superorganism we live in and even more to the internal mind-languages of man, which study the bio organic scalar properties, topologic mathematical spatial properties and logic, temporal properties of all those fractal organisms. Even so, in the first post of the second line, the galatom, we prove the scalar nature of big-bangs, from beta decays to a hypothetical universal scale, but studying in detail the proofs, we discharge a possible universal big-bang, and settle for a rather more pedestrian quasar cycle of galactic big-bangs, as most of the big-bang proofs are local, and fit better with the data of quasar cycles, and the natural balance between the implosive vortices of information (galaxies) and the expansive vacuum space between them.

So we study further the nested superorganism of mankind history in its 3 scales, the individual human being, the nation or civilization and mankind as an ideal global superorganism, which if humans were intelligent and ethic enough they would design with the laws of superorganisms in a much more efficient manner than our corrupted economic=blood system of reproduction of goods and political=legal-nervous system of information and coordination of its citizens-cells.

Unfortunately the human superorganism is a trial and error system born from a series of memetic mutations which is NOT well designed and for that reason it is as wrong mutations are in all scales, becoming extinguished by lethal goods (weapons), broken into wrong sub-species (nations), parasited in its blood-monetary system (capitalist finances) and finally ‘censored’ by the wrong systems of power, which prevent a proper social sciences and r=evolution to create an immortal perfect history in control of both Gaia and the metal-earth

Then in the third line we study dynamically the superorganisms of the Universe through time, through its 2 or 3 worldcycles, and the sentence stops in 12+1 Disomorphic similar laws for all those worldcycles, as all systems are born of a seed of information that ‘expands’ (beta decay that creates atoms, seeds that create biological organisms, prophets that create civilizations, black hole quasars that create galaxies), and then follows a ternary placental, organic and worldcycle of existence, to finally die back…

So in the fourth line we meant but have been unable to do it alone, to study all the sciences and systems known to man with those 12 disomorphic laws in what wanted to be an encyclopedia of science, but without help from any University I gave up on writing properly.

Indeed, as we said, this researcher is within the organism of history and a vocal critique of its corrupted networks and idol-ogies of mechanism – machines not organisms as the measure of all things; nationalism – military nations not humanity as the unit of the species – and capitalism, parasitic banking, not a proper blood-system that feeds and gives money-oxygen to all humans as any reproductive system does in a well designed superorganism.

But unfortunately a body cell is blind and only receives information from its head.

So mankind seems perfectly programmed to do what it does best, ensemble machines, evolve the metal-earth, kill Gaia and on top thinking is so smart doing that, rejecting any attempt to humble her, made her respect the organic laws of the fractal Universe and build a world made to the image and likeness of those laws in which it could thrive as an organism and survive.

L§, ¡man

‘Electricity and magnetism. Its 12 Disomorphisms.”

¡+1: Social ¥e: electromagnetism.

Electrons. Its 12 Ðisomorphisms.

•: The electronic seed: Beta Decay.

Γ: Generator equation: the worldcycles of electrons.

β:  Space-Time symmetries. Its Metric equation. Space=atomic state. Time=electric state.

ψ: Networks of electrons: States of Matter. Electric and magnetic flows.

∃: Emergence: Neutrino theory of light. Social evolution of light.

å: Light actions

œ: Light species. Polarization.

Ω: Light ages. The horizon limit.

θ: Light in the world of atoms

Ξ: Neutrino plane, light plane, atomic plane.

§:Social light: Frequency and Colors.

∞: Light evolution into electrons

∞: Light death into neutrino background.


¡+1: Social ¥e: electromagnetism.

When dealing with the ‘scales’ of forces that ’emerge’ one from the other, and its disomorphisms of position=space and motion=time, the key questions is to consider how forces predate into each other, and how they combine complementary in symbiosis to form a single ‘whole’.

The most obvious case of study, because it happens in our scale along the thermodynamic equations of energy are those of Electromagnetism, which become both the social scaling of the electron (electric current) and its ‘predation’ into ‘form’ by the magnetic field as a bridge towards the emergence of the mass field. So the scaling here is obvious:

Electric field/force-> Magnetic field/force -> Mass field/gravitation.

Let us consider then Heaviside equations of electromagnetism:

\begin{array}{ll} i)&\nabla \cdot \vec{E} = \frac {\rho} {\varepsilon_0} \\ ii)&\nabla \cdot \vec{B} = 0 \\ iii)&\nabla \times \vec{B} = \mu_0\vec{J} + \mu_0 \varepsilon_0 \frac{\partial \vec{E}} {\partial t}\\ iv)&\nabla \times \vec{E} = -\frac{\partial \vec{B}} {\partial t} \end{array}

In these equations \mu_0 and \varepsilon_0 are physical constants, equivalent to Q and G, related to 5D metric that dictate the  capacity a volume of space-time has to carry electric and magnetic forces.  So, taking them as units we have:

\begin{array}{ll} i)&\nabla \cdot \vec{E} = \rho\\ ii)&\nabla \cdot \vec{B} = 0 \\ iii)&\nabla \times \vec{B} = \vec{J} + \frac{\partial \vec{E}} {\partial t}\\ iv)&\nabla \times \vec{E} = -\frac{\partial \vec{B}} {\partial t} \end{array}


\begin{array}{ll}\vec{E} & \textrm{Is the electric field}\\\vec{B} & \textrm{Is the magnetic field}\\\vec{J} & \textrm{Is the electrical current}\\\rho & \textrm{Is the density of electric charge}\end{array}

To show the TOPOLOGICAL HOMOLOGY of all scales, we shall compare the electric and magnetic fields, “\vec{E}” and “\vec{B}“, with any thermodynamic fluid.  So we can easily understand the homology of the 3 type of ‘space-time vortex:

The equations group as 2 equations of Divergence (\nabla \cdot) which measure  how much a field comes together or flies apart in bidimensional space. So in the homology if “\vec{W}” is the flow of water or wind on the surface of the sink:

Positive divergence means that the field is “flowing” out of a region.

Negative divergence means that the field is “flowing” into a region.

When the divergence is zero, then the amount that “flows” in must be equal to the amount that flows out.

Curl is how much the field “twists”.  In a whirlpool or a tornado all of the curl is in the center funnel, and the field (wind) wraps around where the curl is.

If W is the way the wind is blowing, then the tornado is the curl of W. Curl is the “twistiness” of the field, which points around the curl. Although the wind around the tornado is moving, all of the twisting is happening only at the tornado itself.


i) \nabla\cdot \vec{E} = \rho:

This first equation simply states that electric field lines (\vec{E}) only start at positive charges (\rho>0), and only end at negative charges (\rho<0).Electric field lines only begin and end at charges. Any region that contains no charges (or an equal number of positive and negative charges) will have the same amount of field lines entering it as exiting.


If a region contains no charges, then the number of field lines entering it is the same as the number of field lines exiting it.  Again, “field lines” don’t exist.  They’re just a really useful metaphor.

ii) \nabla \cdot \vec{B} = 0:

This is the magnetic version of the electric equation above.  This states that magnet field lines never begin or end.  Instead, they must always form closed loops. If  magnetic monopoles (“magnetic charges”) existed, then this equation would look exactly like (i).  However, there are no magnetic monopoles. The conclusion then is obvious: the magnetic field is the ‘membrane’ that predates the electric field and arises from it, creating an enclosure in a larger space, that ‘absorbs’ the energy of the electric current and the electric field creating a ternary ‘t.œ’, such as:

Electric field potential (∆-1: ∑ρ) < Electric body: current (∆o: J) > Magnetic field: head (B)

So we have the superorganism of electromagnetism in place. Whereas the magnetic field must ‘exist’ activated by both, its ‘electric body-current’ and its ‘Electric field: potential/limbs. And this is the next Heaviside Law, which shows the Magnetic field to ‘be fed’ by both, body and potential limbs:


The “J” part: \nabla \times \vec{B} = \vec{J}  states that magnetic fields (B)  curl around electrical currents (J), containing them:

So, an electric current is homologous to the funnel of a tornado, and the magnetic field is the wind whipping around the funnel, caused by it.

While the second part of the equation: \nabla \times \vec{B} = \frac{\partial \vec{E}} {\partial t} means the magnetic field is also fed by the electric field that feeds the current. As a result,  current (\vec{J}) and changing electric fields (\frac{\partial E}{\partial t}) create curl in magnetic fields; \nabla \times \vec{B} = \vec{J} + \frac{\partial \vec{E}} {\partial t}


But in any system of nature, bodies and heads are complementary, while both ‘feed’ on the ∆-1 limbs/potentials. And so the electric field MUST get back from the magnetic field part of the motion the cyclical magnetic ‘particle’ so to speak, gets from the electric potential, in a similar quantity but with an inverse direction signified by the negative sign. So like the last equation, this equation states that a changing magnetic field creates curl in the electric field: If you have an electric field that curls in a circle, then you can generate current and electrical power.

A changing magnetic field creates curl in the electric field. So if you increase the magnetic field through a loop of wire, there will be an electric field along the wire (tornado makes wind along the fence). When an electric field runs along a wire it pushes charges along it. Induced current!

So if you’ve got a loop of wire sitting next to a magnet, there will be no current.  But, it you move that magnet, the magnetic field through the loop changes, and there will be current: \nabla \times \vec{E} = -\frac{\partial \vec{B}} {\partial t}

Unlike in equation (iii), there’s no “J” moving electric charge or “magnetic charge”, since then you could have “magnetic current”, and there would be a magnetic current term in equation (iv). But because a loop is a fractal point with width observed from a larger scale, when we move ‘upscale’ to the mass field, the magnetic field will be ‘seen’ from the cosmological scale as a ‘magnetic monopole’ from the relative larger scale of the mass enclosure and so it will also contribute (Relativity) to the mass scale.

The speed of light: Since Heaviside’s equations impliy that changing electric fields created magnetic fields (iii) and that changing magnetic fields created electric fields (iv), electric and magnetic fields can sustain each other without the need for electrical charges or currents, by predating in symbiosis the lower electric potential; and so we might wonder what is that lower ∆-1 potential from which both obtain motion, and it is indeed the lower ∆-1 photon/light space-time (particle/wave duality), which forms the background space-time of the galaxy.

And so it should be evident that this lower potential light space-time is the plenum/body from where all other scales will arise and as such the minimal form of information, and maximal speed of reproduction of both the magnetic and the electric field; whose derivation by Maxwell (the other 4 are ‘Heaviside equations!!’) is simple as we can eliminate Charges, to study this background spacetime alone, so, with Maxwell’s equations in vacuum  with no charges, no currents, give us:

\begin{array}{ll} i)&\nabla \cdot \vec{E} = 0 \\ ii)&\nabla \cdot \vec{B} = 0 \\ iii)&\nabla \times \vec{B} = \mu_0 \varepsilon_0 \frac{\partial \vec{E}} {\partial t}\\ iv)&\nabla \times \vec{E} = -\frac{\partial \vec{B}} {\partial t} \end{array}

So we solve for the electric field,  taking the time derivative of (iii) and then plugging in (iv) yields:

\begin{array}{ll}\mu_0 \varepsilon_0 \frac{\partial \vec{E}} {\partial t} = \nabla \times \vec{B} \\\Rightarrow \mu_0 \varepsilon_0 \frac{\partial^2 \vec{E}} {\partial t^2} = \nabla \times \frac{\partial \vec{B}}{\partial t} \\\Rightarrow \mu_0 \varepsilon_0 \frac{\partial^2 \vec{E}} {\partial t^2} = \nabla \times \left( -\nabla \times \vec{E} \right)\\\Rightarrow \mu_0 \varepsilon_0 \frac{\partial^2 \vec{E}} {\partial t^2} = -\nabla \times \left( \nabla \times \vec{E} \right) \end{array}

Whereas by Vector calculus: \nabla \times \left( \nabla \times \vec{A} \right) = \nabla(\nabla \cdot \vec{A}) - \nabla^{2}\vec{A} So:

\begin{array}{ll}\mu_0 \varepsilon_0 \frac{\partial^2 \vec{E}} {\partial t^2} = -\nabla \times \left( \nabla \times \vec{E} \right)\\\Rightarrow \mu_0 \varepsilon_0 \frac{\partial^2 \vec{E}} {\partial t^2} = -\nabla(\nabla \cdot \vec{E}) + \nabla^{2}\vec{E}\\\Rightarrow \mu_0 \varepsilon_0 \frac{\partial^2 \vec{E}} {\partial t^2} = -\nabla(0) + \nabla^{2}\vec{E}\\\Rightarrow \mu_0 \varepsilon_0 \frac{\partial^2 \vec{E}} {\partial t^2} = \nabla^{2}\vec{E}\\\Rightarrow \frac{\partial^2 \vec{E}} {\partial t^2} = \frac{1}{\mu_0 \varepsilon_0}\nabla^{2}\vec{E}\\\Rightarrow \frac{\partial^2 \vec{E}} {\partial t^2} = \left(\frac{1}{(\sqrt{\mu_0 \varepsilon_0}}\right)^2\nabla^{2}\vec{E}\end{array}

And since \nabla \cdot \vec{E} = 0  we get the general wave equation: \frac{\partial^2 \vec{A}} {\partial t^2} = v^2\nabla^{2}\vec{A}, where A is a wave, and v is the propagation speed of that wave.  So, the electric field E, propagates as a wave at v = \frac{1}{\sqrt{\mu_0 \varepsilon_0}} = 2.99 \times 10^8 m/s(light speed). And since by Galilean Relativity all physical laws are independent of how fast you’re moving C speed is independent of how fast we’re moving as Einstein realized to buld its  Relativity theory.


The Rashomon effect on electromagnetism. Ternary arrows of time: st-fields, s-potentials and t-charges.

Nt. We use often the term field instead of potential to describe the entropic scale, ∆-2 from where a system obtains its motion, as physicists tend to confuse both terms. Probably it would be better to use the term ‘potential’, instead of field, which I will from here on -T.œ being always in flux as it is the singularity-mind still of a single human being):

It follows from what it has been said, that there should be at least 3±1 formulations of the electromagnetic field in terms of the 3 arrows of time, as it is the case:

S-Potential. ST-field, tƒ: charge: three approaches are customarily discussed, as the equations are in terms of electric and magnetic vectorial fields (present wave, st, the commonest), potentials (fields proper, the entropic, scattered solution), and charges with currents (the tƒ solution).

It should be notice that the Potential $pe description must have less ‘dimensions/ parameters’ than the wave description. As a general rule deduced from the properties of space and time, ‘entropy has the minimal number of dimensions, 2, for each ‘bidimensional field’, in this case 4 parameters; while the ST-liquid/wave description as a general rule must have the whole S≈T ternary symmetry effect, 3+3 parameters. And such is the case, the electric and magnetic fields together had six components to solve for. In the potential formulation, there are only four components:

the quantum potential

While the above presentation introduced the guidance equation as fundamental, the quantum potential For the phase of the wavefunction  holds:

∂S (∇S)² h²∇²R −∂t=2m+V−2mR .

Due to the similarity with the classical Hamilton-Jacobi equation (for the action S) the term ∝ h ̄2 has been baptized quantum potential . Within the Hamilton- Jacobi theory the particle velocity is constraint to m·v = ∇S, which corresponds to the guidance equation of the de Broglie-Bohm theory. If one adopts the quan- tum potential formulation the motion along the Bohmian trajectories can be thought of as taking place under the action of a novel quantum-force . However, the guidance equation can be motivated e.g. by symmetry arguments (Dürr/Goldstein/Zanghi, 1992) and needs no recourse to the Hamilton-Jacobi theory. Moreover, in Goldstein (1996) it is argued that the quantum potential formulation is misleading since it suggests that the deBroglie-Bohm theory is just classical mechanics with an additional potential (or force) term. But the deBroglie-Bohm theory is a rst-order theory (i.e. the velocity is constrained by the position already) and this important trait is disguised in the quantum potential formulation.

Whether this ambiguity in the formulation of the de Broglie-Bohm theory should be viewed as a substantial debate or a secondary matter depends on the context. These two readings of the theory have certainly a great deal in common and in comparing the de Broglie-Bohm approach with standard quantum mechanics the distinction between these di erent schools is usually irrelevant. However, more detailed discussions which involve subtleties regarding e.g. the status of the wavefunction or particle properties have to pay attention to these di erences.

∆§: The four fundamental approach in classic electromagnetism is the current description, which is the social scaling of electricity.

  • The mind approach, includes the human pov deformation from the perspective of our tools of measure. It is  the 4 vector solution of relativity, which roughly speaking can be considered the ∆• mind solution as it introduces the paradoxes of ‘mind stillness’ in the measure of beings (paradox of Galileo).


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