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magnetic monopole and helicity
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magnetic monopole and helicity - 02-23-2005, 01:23 PM

there is an intimate connection between magnetic helicity and magnetic monopole.

by understanding the principle behind the structure of helicity, the concepts of monopole, electric charge, weak charge, color charge, and mass can be explained using a principle of directional invariance of spacetime fabric.

To start the discussion about this connection, we are going to ask the question about the existence for a quantum of mass. Is this mass the Planck mass? Why does the mass of the electron is very tiny compare to the Planck mass?

Which is more fundamental: electric moment or magnetic moment? Charge or current? Can there be a current of space?

Last edited by AntonioLao : 02-24-2005 at 12:43 PM. Reason: post a question for quantum of mass
  
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Rotation as measurement would make quanta an imprecise concept
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Rotation as measurement would make quanta an imprecise concept - 11-05-2005, 11:34 AM

Good starting point, Time Raider! But I feel you are setting out in the wrong direction. No treasure that way, but look, behind you, a green valley of unexplored beauty and maybe, elusive truth.

In a system of measurement based on rotation, there can be no Cartesian co-ordinate geometry. The unit is rotation itself.

can we have a theory to replace dimension and Cartesian ideas of quanta. No rulers, only rotation. No weights, only subtended drag, or something like that?

Yes this is thinking outside the box, without the comfort and warmth of Newton and other giants. But look at the scenery, there must be real treasure herem, taking ROTATION as the new fabric of measurement itself.


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Lorentz
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Lorentz - 11-05-2005, 02:32 PM

Quote:
Originally Posted by Mike 5
In a system of measurement based on rotation
Rotations are best described using Lorentz groups and their transformations. But I'm describing double rotations using Hadamard matrices.


Time independence: [∂E(g)]²=[∂F(a)×∂r(a)]·[∂F(b)×∂r(b)] and Mass independence: a(tr(t)=c²
  
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I spoke out of turn
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I spoke out of turn - 11-05-2005, 06:06 PM

Quote:
Originally Posted by AntonioLao
Rotations are best described using Lorentz groups and their transformations. But I'm describing double rotations using Hadamard matrices.
I can see my ideas are not really welcome, and will be careful. This is your thread, Antonio, to be discussed in your terms.

Hoping we can discuss in harmony soon, meanwhile you have set the limits of what you can find. But what if the secrets of rotation are not best described in the ways you believe? Axioms, by Goedel's theorems, cannot be proven, they are indeed beliefs only. I hope you can read my subversive style with good humour.

Knowing that beliefs are unavoidable, I choose them like turning over playing cards dealt at random. My current belief is that rotations are not yet explained or we would have resolved more answers by now. Therefore my approach is to chip away at the axioms of mathematics, discarding traditions and accepted ideas because I find overall they have failed us.

In breaking free, I have only clues and hunches, to find a new form of mathematics to explain everything, and so far the simplicity of a single axiom - all material forms are in motion and that motion is like the ocean (rotational never linear). Antonio if you have any light to guide me, that is easier to understand, I would appreciate that.

Best wishes, my hunch is that by reconsidering the concept of a magnetic monopole we will link gravity to electromagnetism and all mechanics.


Mike

PS: The word "helicity" draws me - where can I research that more in the context of the monopole?


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11-06-2005, 05:15 PM

Quote:
Originally Posted by Mike 5
are not best described in the ways you believe?
Why stop at just one rotation? In math, we can have two, three, four or as many numbers of rotations. The double rotations that I used can be described by a 2 by 2 square matrices. These matrices can be extended into 3-rotation, 4-rotation, 5-rotation, etc. The effect of multiple rotations is increase in mass (odd-rotation) and increase in energy (even-rotation).


Time independence: [∂E(g)]²=[∂F(a)×∂r(a)]·[∂F(b)×∂r(b)] and Mass independence: a(tr(t)=c²
  
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Question 11-06-2005, 05:33 PM

Hey Al, I see that you have carried on my idea that we were talking about in chat.

I think that there is electricity everywhere, in every atom. Even in the particles of light. So, anywhere where there is light, there is electricity. Correct me if I am wrong.


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Qed
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Qed - 11-07-2005, 02:03 PM

Quote:
Originally Posted by SimpleKid18
So, anywhere where there is light, there is electricity.
When scientists like Richard Feynman developed the quantum field theory of the electromagnetic field (QED), they came to understand the intimate relationship between light and electricity and what they found out by experimentation through the quantum vacuum fluctuations that light is really composed of equal numbers of positive and negative electricity. However, these at present time can only be observed as virtual phenomena and no means of energy utilizations just yet.


Time independence: [∂E(g)]²=[∂F(a)×∂r(a)]·[∂F(b)×∂r(b)] and Mass independence: a(tr(t)=c²
  
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