danshawen
Valued Senior Member
Isaac Newton: January 4, 1643 - Dec 25, 1642 Galileo's inertia, F = ma, action<=>reaction
https://en.wikipedia.org/wiki/Relativity_priority_dispute
http://iopscience.iop.org/article/10.1088/0143-0807/37/4/045601
"The main interest of the 1895 LT for present teaching of SR, in particular at an undergraduate level, is that they are much simpler than the 1904 LT (no factors
or hyperbolic functions, no necessity to separate components of
parallel and orthogonal to
but that they are nevertheless quite sufficient to address the standard issues of SR."
Hermann Minkowski: June 22, 1864 - January 12, 1909 4D spacetime intervals, Mink rotation, simultanaeity without quantum entanglement
Henrik Lorentz: 18 July, 1853 - 4 February, 1928 x, t => x',t'; relativistic length contraction, time dilation
"Galilean relativity" is basically NO transformation: x,t <=> x',t'; no change from classical Euclidean geometry, and this was not due to Galileo, who only worked out a t^2 dependence for falling projectiles.
I do know better than to suggest there should be a schizm between math and physics. I understand perfectly that you cannot do physics without the tools provided by math.
But there is really nothing in math that can protect physics from an onslaught of math that is riddled with inconsistencies that are bound to crop up because there is a disconnect with the bindings of mathematical models to physical reality. I have no good solution to this either, other than to direct mathematicians to go back to their respective quantum computers, supercomputers, Promethian boards, or white boards or chalk boards, or paper and pencil, or calculators, or slide rules, or abaccuses, or knotted strings, or fingers and toes, and work it out. Don't forget to check your work occasionally.
The fact that there exists a relativity priority dispute speaks volumes of something that is not pseudoscience. Math can be correctly applied and erroneously misapplied to a lot of things.
All of this applies to the thread "observers" for two reasons:
1) relativity, with or without Mink simultanaeity, is observer dependent.
2) quantum entanglement, "spooky" action at a distance, was left out of relativity chiefly because of Minkowski. This brings the relativity priority dispute into play.
Birgit Dopfer's 1998 entanglement double slit experiment demonstrates both the failings of Mink simultanaeity in regard to quantum entanglement, and the dependence of the instantaneous experimental result on the direction (focusing lens) chosen for the "observed" slit, independent of the physical separation between photons entangled by this method. The instant communication between entangled photons in the form of entanglement state changes occur faster than a beam of photons can propagate between them. This violates Minkowski's edict that no two events may ever be simultaneous in all inertial reference frames.
Instantaneous communication is possible via quantum entanglement so long as the points between which you wish to arrange instant communication are already connected by means of beams of quantum entangled photons. I deny that there is any pseudoscience involved in this, nor that the speed of must light must necessarily be breached in order for this to happen. "Faster", "slower" than light is also relative. As long as the underlying quantum field is entangled everywhere, simultanaeity has meaning not found in Minkowski relativity.
The thread has come a long way. It is a more than moderately complex issue, understanding an observer's role in spooky action at a distance. This post is a recap, or if you listen to Q-reeus, "crap".
https://en.wikipedia.org/wiki/Relativity_priority_dispute
http://iopscience.iop.org/article/10.1088/0143-0807/37/4/045601
"The main interest of the 1895 LT for present teaching of SR, in particular at an undergraduate level, is that they are much simpler than the 1904 LT (no factors
Hermann Minkowski: June 22, 1864 - January 12, 1909 4D spacetime intervals, Mink rotation, simultanaeity without quantum entanglement
Henrik Lorentz: 18 July, 1853 - 4 February, 1928 x, t => x',t'; relativistic length contraction, time dilation
"Galilean relativity" is basically NO transformation: x,t <=> x',t'; no change from classical Euclidean geometry, and this was not due to Galileo, who only worked out a t^2 dependence for falling projectiles.
I do know better than to suggest there should be a schizm between math and physics. I understand perfectly that you cannot do physics without the tools provided by math.
But there is really nothing in math that can protect physics from an onslaught of math that is riddled with inconsistencies that are bound to crop up because there is a disconnect with the bindings of mathematical models to physical reality. I have no good solution to this either, other than to direct mathematicians to go back to their respective quantum computers, supercomputers, Promethian boards, or white boards or chalk boards, or paper and pencil, or calculators, or slide rules, or abaccuses, or knotted strings, or fingers and toes, and work it out. Don't forget to check your work occasionally.
The fact that there exists a relativity priority dispute speaks volumes of something that is not pseudoscience. Math can be correctly applied and erroneously misapplied to a lot of things.
All of this applies to the thread "observers" for two reasons:
1) relativity, with or without Mink simultanaeity, is observer dependent.
2) quantum entanglement, "spooky" action at a distance, was left out of relativity chiefly because of Minkowski. This brings the relativity priority dispute into play.
Birgit Dopfer's 1998 entanglement double slit experiment demonstrates both the failings of Mink simultanaeity in regard to quantum entanglement, and the dependence of the instantaneous experimental result on the direction (focusing lens) chosen for the "observed" slit, independent of the physical separation between photons entangled by this method. The instant communication between entangled photons in the form of entanglement state changes occur faster than a beam of photons can propagate between them. This violates Minkowski's edict that no two events may ever be simultaneous in all inertial reference frames.
Instantaneous communication is possible via quantum entanglement so long as the points between which you wish to arrange instant communication are already connected by means of beams of quantum entangled photons. I deny that there is any pseudoscience involved in this, nor that the speed of must light must necessarily be breached in order for this to happen. "Faster", "slower" than light is also relative. As long as the underlying quantum field is entangled everywhere, simultanaeity has meaning not found in Minkowski relativity.
The thread has come a long way. It is a more than moderately complex issue, understanding an observer's role in spooky action at a distance. This post is a recap, or if you listen to Q-reeus, "crap".
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