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research gate The visuals of galaxy spectrum are the y axis and the x axis. But to get them right in terms of the space and the variability in the wave shape of the cube to the right needs something that includes the x as an integral of y as an exponent of the same integral and then the z exponent of the same integral.The full image would define the spectroscopy of dark matter or dark energy. The only place to find the potential to solve the integral field spectroscopy as hinting at dark matter and dark energy ,which i will try to solve. The source theory is in the work of: Andrew Wiles. |
image: science direct.com
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image credit: twitter.
We are not alone , we were never alone. The third function as between the n'th integer and the function of xyz as the medium position is free to use when relating to peacaeful alien contact of the 5th kind as the expansion and contraction of the values to which the resistance function defines the living energy of other civilizations in space. |
That the Fermats theory was the hardest theory to solve, implies that when it was solved ,it became the greatest secret on Earth.
As such it is part of the effort to get it unacknowledged for the greater public to know about such secrecy which may at firs not be so obvious to scientists. The basics creates 2 sides to the argument that the 3 values of xyz have to have ,each of them the 1/3 as n and that the n is then equal when there are more such exponents of 1 among 3 values. This extends to the functions of the xyz as well ,so it is a great way to triangulate inner and outer. So it has probably been solved long ago by the "illegal secrecy" of the shadow government. |
Here's the guy whom solved the most difficult problem in mathematics.
Mathematics professor Andrew Wiles has won a prize for solving Fermat's Last Theorem. He's seen here with the problem written on a chalkboard in his Princeton, N.J., office, back in 1998.
from
Youtube.
Mathematics professor Andrew Wiles has won a prize for solving Fermat's Last Theorem. He's seen here with the problem written on a chalkboard in his Princeton, N.J., office, back in 1998.
from
Youtube.
wikipedia:
Sir Andrew John Wiles KBE FRS (born 11 April 1953)[1] is an English mathematician and a Royal Society Research Professor at the University of Oxford, specialising in number theory. He is best known for proving Fermat's Last Theorem, for which he was awarded the 2016 Abel Prize[6] and the 2017 Copley Medal by the Royal Society.[3] He was appointed Knight Commander of the Order of the British Empire in 2000, and in 2018 was appointed as the first Regius Professor of Mathematics at Oxford.[7] Wiles is also a 1997 MacArthur Fellow. |
His equation could get some support by the theories in the making such as this ,from me.
On the possible interactions of " intergral cubes" as dark matter and dark energy theory
of them being in space but also between the spaces as defined by gravity pull and push..
As the vectors to each new z value are what pulls the strings on the space reference to pulling space by other integral string vectors.These strings pull=compression of the dark matter of the universe
and they push as the expansion of the space of the universe as the dark energy.
In total the amount of z vectors are 5 for each corner with 8 corners , that= 5x8=40 as the n'th value
The other zone as compression= another 40 values of n th integrals.
So their sum = 40+40=80
as the nth continuum and the effect between the expansion and contraction=0.5
So the 0.5 (dz)=80.
meaning the z constant= 160.
The other zone as compression= another 40 values of n th integrals.
So their sum = 40+40=80
as the nth continuum and the effect between the expansion and contraction=0.5
So the 0.5 (dz)=80.
meaning the z constant= 160.
the 80 is for each cube as there are two, the result = 80x2=160.
as the nth power of the n= integral exponent.
Which is an universal power.
as the nth power of the n= integral exponent.
Which is an universal power.
Everything depends on the rotational direction of the cube and the spectrum inter meshing that it gives as the space dilation keeps the universe in a stillness that enables the rotation of planets and stars and galaxies.
The z field of the nth integral is basically the roundness of cubes as their 6 sides and that this exists between such cubes as the vacuum energy of their change in density outwards as less than or equal to the full nth integer value of the 80 and 160 variables of observation of the cubes .
The z field of the nth integral is basically the roundness of cubes as their 6 sides and that this exists between such cubes as the vacuum energy of their change in density outwards as less than or equal to the full nth integer value of the 80 and 160 variables of observation of the cubes .
Roger Penrose has some way of defining the space as well.
image credit: cut out fold up
image credit: cut out fold up
More of the Penrose tiling effect.
credit image: flickr.com
credit image: flickr.com