This is a difficult philosophical issue and has been ongoing for decades, not least because we do not have anyone else been able to generate the first act of creation in such a way in which it can then be described by mathematical method.
I have actually done this, but must also state that the consequences are subtle.
First step it is necessary to understand that the Geometry of Space Time is generated by a metric that can also reflect the existence of n vertices rather than one or two as presently possible. The implied curvature must also be naturally conforming as n increases. As it turns out, all n Pythagorean metrics are transformations of the n spiral function which naturally ensures conforming curvature.
The second step is to understand that the mathematics establishes that a stable non divergent solution must be binary. This immediately forces creation to be binary and can immediately be thought of as a twist in curvature and modeled by an hour glass. That same act of creation also creates TIME itself as well. The other corollary is that any such act of creation will also be an act of decay from the geometry of curvature which will then produce an hour glass like fundamental particle pair along with a residual geometric object that will take on the role of a free photon.
I have found it convenient to think of photons to be mostly in the form of 2D ribbons or even Mobius strips as that allows for the massive storage of number values.
The particle pairs can then frame up complex particles following the rules of packing for Tetrahedra. It is now possible to simulate particle physics while generating Curvature and Time at distance. All this is actually more rigorous than is possible in terms of our simulation ability and possibly our mathematics.
Now for those who still have some idea that the quantum system can ever hold up, consider the first problem that the whole theory is Ptolemaic and why i dismissed it all fifty yeas ago. Nothing has changed. The second problem for the mathematics is that Empirical infinity is a very large number and that the inverse is not zero. This makes most of our advanced work empirical junk.
What Einstein meant by ‘God does not play dice’
Jim Baggott
is an awardwinning British popular-science author, with more than 25 years’ experience writing on topics in science, philosophy and history. His is the author of Quantum Space: Loop Quantum Gravity and the Search for the Structure of Space, Time, and the Universe (2018) and Quantum Reality: The Quest for the Real Meaning of Quantum Mechanics – A Game of Theories (forthcoming, 2020) He lives in Reading, UK.
Edited by Nigel Warburton
https://aeon.co/ideas/what-einstein-meant-by-god-does-not-play-dice
Is or is not? Albert Einstein and Nils Bohr attend the Solway conference in 1920 in Brussels, Belgium. Photo courtesy Wikipedia
‘The theory produces a good deal but hardly brings us closer to the secret of the Old One,’ wrote Albert Einstein in December 1926. ‘I am at all events convinced that He does not play dice.’
Einstein was responding to a letter from the German physicist Max Born. The heart of the new theory of quantum mechanics, Born had argued, beats randomly and uncertainly, as though suffering from arrhythmia. Whereas physics before the quantum had always been about doing this and getting that, the new quantum mechanics appeared to say that when we do this, we get that only with a certain probability. And in some circumstances we might get the other.
Einstein was having none of it, and his insistence that God does not play dice with the Universe has echoed down the decades, as familiar and yet as elusive in its meaning as E = mc2. What did Einstein mean by it? And how did Einstein conceive of God?
Hermann and Pauline Einstein were nonobservant Ashkenazi Jews. Despite his parents’ secularism, the nine-year-old Albert discovered and embraced Judaism with some considerable passion, and for a time he was a dutiful, observant Jew. Following Jewish custom, his parents would invite a poor scholar to share a meal with them each week, and from the impoverished medical student Max Talmud (later Talmey) the young and impressionable Einstein learned about mathematics and science. He consumed all 21 volumes of Aaron Bernstein’s joyful Popular Books on Natural Science (1880). Talmud then steered him in the direction of Immanuel Kant’s Critique of Pure Reason (1781), from which he migrated to the philosophy of David Hume. From Hume, it was a relatively short step to the Austrian physicist Ernst Mach, whose stridently empiricist, seeing-is-believing brand of philosophy demanded a complete rejection of metaphysics, including notions of absolute space and time, and the existence of atoms.
But this intellectual journey had mercilessly exposed the conflict between science and scripture. The now 12-year-old Einstein rebelled. He developed a deep aversion to the dogma of organised religion that would last for his lifetime, an aversion that extended to all forms of authoritarianism, including any kind of dogmatic atheism.
This youthful, heavy diet of empiricist philosophy would serve Einstein well some 14 years later. Mach’s rejection of absolute space and time helped to shape Einstein’s special theory of relativity (including the iconic equation E = mc2), which he formulated in 1905 while working as a ‘technical expert, third class’ at the Swiss Patent Office in Bern. Ten years later, Einstein would complete the transformation of our understanding of space and time with the formulation of his general theory of relativity, in which the force of gravity is replaced by curved spacetime. But as he grew older (and wiser), he came to reject Mach’s aggressive empiricism, and once declared that ‘Mach was as good at mechanics as he was wretched at philosophy.’
Over time, Einstein evolved a much more realist position. He preferred to accept the content of a scientific theory realistically, as a contingently ‘true’ representation of an objective physical reality. And, although he wanted no part of religion, the belief in God that he had carried with him from his brief flirtation with Judaism became the foundation on which he constructed his philosophy. When asked about the basis for his realist stance, he explained: ‘I have no better expression than the term “religious” for this trust in the rational character of reality and in its being accessible, at least to some extent, to human reason.’
But Einstein’s was a God of philosophy, not religion. When asked many years later whether he believed in God, he replied: ‘I believe in Spinoza’s God, who reveals himself in the lawful harmony of all that exists, but not in a God who concerns himself with the fate and the doings of mankind.’ Baruch Spinoza, a contemporary of Isaac Newton and Gottfried Leibniz, had conceived of God as identical with nature. For this, he was considered a dangerous heretic, and was excommunicated from the Jewish community in Amsterdam.
Einstein’s God is infinitely superior but impersonal and intangible, subtle but not malicious. He is also firmly determinist. As far as Einstein was concerned, God’s ‘lawful harmony’ is established throughout the cosmos by strict adherence to the physical principles of cause and effect. Thus, there is no room in Einstein’s philosophy for free will: ‘Everything is determined, the beginning as well as the end, by forces over which we have no control … we all dance to a mysterious tune, intoned in the distance by an invisible player.’
The special and general theories of relativity provided a radical new way of conceiving of space and time and their active interactions with matter and energy. These theories are entirely consistent with the ‘lawful harmony’ established by Einstein’s God. But the new theory of quantum mechanics, which Einstein had also helped to found in 1905, was telling a different story. Quantum mechanics is about interactions involving matter and radiation, at the scale of atoms and molecules, set against a passive background of space and time.
Earlier in 1926, the Austrian physicist Erwin Schrödinger had radically transformed the theory by formulating it in terms of rather obscure ‘wavefunctions’. Schrödinger himself preferred to interpret these realistically, as descriptive of ‘matter waves’. But a consensus was growing, strongly promoted by the Danish physicist Niels Bohr and the German physicist Werner Heisenberg, that the new quantum representation shouldn’t be taken too literally.
In essence, Bohr and Heisenberg argued that science had finally caught up with the conceptual problems involved in the description of reality that philosophers had been warning of for centuries. Bohr is quoted as saying: ‘There is no quantum world. There is only an abstract quantum physical description. It is wrong to think that the task of physics is to find out how nature is. Physics concerns what we can say about nature.’ This vaguely positivist statement was echoed by Heisenberg: ‘[W]e have to remember that what we observe is not nature in itself but nature exposed to our method of questioning.’ Their broadly antirealist ‘Copenhagen interpretation’ – denying that the wavefunction represents the real physical state of a quantum system – quickly became the dominant way of thinking about quantum mechanics. More recent variations of such antirealist interpretations suggest that the wavefunction is simply a way of ‘coding’ our experience, or our subjective beliefs derived from our experience of the physics, allowing us to use what we’ve learned in the past to predict the future.
But this was utterly inconsistent with Einstein’s philosophy. Einstein could not accept an interpretation in which the principal object of the representation – the wavefunction – is not ‘real’. He could not accept that his God would allow the ‘lawful harmony’ to unravel so completely at the atomic scale, bringing lawless indeterminism and uncertainty, with effects that can’t be entirely and unambiguously predicted from their causes.
The stage was thus set for one of the most remarkable debates in the entire history of science, as Bohr and Einstein went head-to-head on the interpretation of quantum mechanics. It was a clash of two philosophies, two conflicting sets of metaphysical preconceptions about the nature of reality and what we might expect from a scientific representation of this. The debate began in 1927, and although the protagonists are no longer with us, the debate is still very much alive.
And unresolved.
I don’t think Einstein would have been particularly surprised by this. In February 1954, just 14 months before he died, he wrote in a letter to the American physicist David Bohm: ‘If God created the world, his primary concern was certainly not to make its understanding easy for us.’
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