Thanks for the clarity with which you write

I might wish to share that we always try to find the source of light and in that sense everything we perceive is only a virtual image

The example I wish to share is when we look at the dispersion of white light using a prism with the naked eye(virtual image) we see the exact opposite of what we would see with the telescope through its eyepiece (real image)

Would like to receive your comments on my email

Thanks once again ]]>

To me this isomorphism looks like the deeper underlaying problem of explaining, or defining, information (shannon information aside in this case);

**One could say that information needs an interpretor (or, must be possible in principle, to interpret) in order to be information (meaning, acctually transfering information). **

Or in other words, it’s a chicken&egg problem; Which one comes first? The chicken (the material universe) or the egg (the math) which is describing (watch out for the paradox) what potentially already exist.

So yes, I think you missed the “mystery”. I say “mystery” only because whether it’s a mystery must depend on your axiom, namely how everything came into existence in the irst place.

In short, cosmogony. Which is, it follows logically (due to our axioms), essentially a religious question.

The sender-receiver (chicken&egg) structure points to intent. One cannot exist without the other. It simply can’t.

// Rolf Lampa

]]>Now, and the Flow of Time, by Richard A. Muller and Shaun Maguire

Cosmology from quantum potential, by Ahmed Farag Ali, Saurya Das

Electron time, mass and zitter, by David Hestenes

Some Initial Comparisons Between the Russian Research on “The Nature of Torsion” and the Tiller Model of “Psychoenergetic Science”: Part I, by William Tiller.

These papers should be especially interesting if you first read the experimental results I linked to in the comment on your Quora answer! You also may be interested in some original mathematics I completed this last summer. Almost a year ago I invented a counter-example to Tennenbaum’s Theorem. I established set theoretic foundations in ZFC/AFA but essentially you can think of it as the structure {N x N, <, +, *, (1,0), (0,0)} with the lexicographic order, coordinate-wise addition, and multiplication defined by:

(a, b) * (c, d) = (a * c, b * c + a * d + b * d).

It’s pretty straightforward and simple to demonstrate that these operations are recursive and, of course, there is no isomorphism, hence, the counter-example.

After writing a short paper formally demonstrating the counter-example, I immediately embarked on extending it out to algebraic closure and, in the process, realized (discovered) that there exists a countable subsumption hierarchy of Universes with recursive functions which conforms to the geometric sequence {2^n}; the Universe we traditionally call “standard” is simply the zeroeth-order Universe in this hierarchy! We have:

0) {N, <, +, *, 1, 0};

1) {N x N, <, +, *, (1, 0), (0, 0)};

2) {N x N x N x N, <, +, *, (1, 0, 0, 0), (0, 0, 0, 0)};

3) {N x N x N x N x N x N x N x N, <, +, *, (1, 0, 0, 0,0, 0, 0, 0 ), (0, 0, 0, 0, 0, 0, 0, 0)};

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I have very little formal education and no affiliation so I posted the relevant papers to Vixra:

http://vixra.org/author/wes_hansen

In the Q-Universe paper, the order as defined on the q-rationals is not satisfactory in that it doesn't hold on the entire set, but I tried several different things and couldn't seem to get anything to work satisfactorily. So I went with the standard definition because it holds over most of the set and I could at least prove well-definedness!

]]>was this a misdirection of my abilities (no matter they’re)?

Programs in English, overseas languages, public talking,

authorities, philosophy, historical past, economics, mathematics, and laptop science,

amongst others, are useful https://math-problem-solver.com/ .

One has to know their limits.

]]>https://doubleconformal.wordpress.com/

I love to play at the interface between math, perception, and mind. There is some fruitful stuff to be discovered around there!

]]>nice intro to clifford algebra ]]>