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Mutual Admiration

Jim Baggott, John L. Heilbron

Published Apr 25, 2024• 0 citations
Publisher

Abstract

Abstract The nature of the Bohr–Einstein debate was framed long before our protagonists became engaged in it. Both were reformers, ready to embrace controversy and even absurdity in their theories. But where Einstein held fast to classical principles he considered sacrosanct, Bohr would cheerfully embrace their violent reworking or replacement. Einstein’s 1921 Nobel prize was awarded in 1922. He had entertained the absurd notion that light consists of ‘quanta’, endowing particle-like properties governed by a characteristic wave frequency. Bohr’s 1922 Nobel prize involved entertaining the absurd notion of quantum ‘jumps’ between atomic orbits driven entirely by chance. He defended the inconsistencies with vague wordplay, declaring the quantities defining the orbits as ‘symbolic’, and introduced a fuzzy demand called the ‘correspondence principle’. At appropriate limits, the value of a quantity should be the same whether calculated using classical or quantum rules. Few quantum physicists could make it work.

DOI
10.1093/oso/9780192846105.003.0002

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Abstract The nature of the Bohr–Einstein debate was framed long before our protagonists became engaged in it. Both were reformers, ready to embrace controversy and even absurdity in their theories. But where Einstein held fast to classical principles he considered sacrosanct, Bohr would cheerfully embrace their violent reworking or replacement. Einstein’s 1921 Nobel prize was awarded in 1922. He had entertained the absurd notion that light consists of ‘quanta’, endowing particle-like properties governed by a characteristic wave frequency. Bohr’s 1922 Nobel prize involved entertaining the absurd notion of quantum ‘jumps’ between atomic orbits driven entirely by chance. He defended the inconsistencies with vague wordplay, declaring the quantities defining the orbits as ‘symbolic’, and introduced a fuzzy demand called the ‘correspondence principle’. At appropriate limits, the value of a quantity should be the same whether calculated using classical or quantum rules. Few quantum physicists could make it work.
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In this last chapter I shall attempt a very brief assessment of the Bohr–Einstein debate. Who won it in the view of the audience? Who actually had the better case? I will also ask two rather more specific questions. The first is ‘Have the contributions of John Bell favoured the position of either of the protagonists?’ The second is ‘Has the dramatic arrival and progress of quantum information theory anything to tell us about the Bohr–Einstein debate?’ To help to answer these questions, let me first re-assemble a few points, putting together in turn an argument for each of the protagonists against a rather hostile critic. First Bohr, and I take as his critic John Bell himself. Bell was prepared, in fact, to give Bohr great credit for what Bell called the pragmatic approach to quantum theory, which I discussed earlier. This approach says that the world must be divided into ‘classical’ and ‘quantum’ parts, with an arbitrarily placed cut between them; that the macroscopic measuring device must be described in classical terms, but that we should not expect to picture the ‘quantum’ system in physical terms, and should be content just to possess rules of calculation that work well. But Bell regarded Bohr's philosophy of what lay behind pragmatism, complementarity , as ill-defined, unsatisfactory and bizarre.
The controversy between Einstein and Bohr about quantum \nmechanics is a classic. On the one hand, Einstein rejected it because of its \nunpredictable essence, while Bohr had no trouble accepting the limits \nimposed by Nature on human knowledge, being happy with just a statistical \ndescription. Time has passed, and quantum mechanics works beyond any \nreasonable doubt. That possibly means that Bohr’s world vision was right \nand we should abandon Einstein’s idea of Nature working as a deterministic \nclock’s machinery. However, despite the success of the quantum theory, \nsome of its implications still seem absurd, while the world shows a more and \nmore mathematical essence, just as Einstein thought. In this paper, Einstein’s \npoint is defended in the light of the resemblance between Mathematics and \nthe natural world.
Abstract Although quantum theory had its origins in Albert Einstein’s work on the photoelectric effect (for which, and not for relativity, he received the Nobel Prize), its indeterminacy was something Einstein could never accept. This was the origin of his famous assertion that the Lord does not play dice. If the Universe was ruled by chance, he said, he would rather be a croupier in a gambling casino than a physicist. Einstein [161] was not alone in his epistemological distaste. In 1913, two future winners of the Nobel Prize, Einstein’s then assistant, Otto Stern [6| and Max von Laue [112], while on a walk up the Utliberg near Zurich, shook hands on an oath, contemptuously dubbed by Wolfgang Pauli [25] the Utlischwur (an allusion to William Tell’s Rutlischwur—the oath that led to the union of the Swiss cantons): ‘If this nonsense of Bohr’s should in the end prove right we will leave physics.’ (They of course reneged.)
Abstract Our drama deals with the distinctly human compulsion to divide the world into domains of experience, like religion and physics, defined by rules and expectations. Fundamentalists pursue the illusory goal of a final theory of everything belonging to a domain. Their aim is closure – to declare that no plausible alternatives are possible. Neils Bohr sought to close the domain of quantum mechanics within a few years of its discovery. Albert Einstein objected to this hasty surrender of the possibility of alternatives more in keeping with classical intuition. Bohr’s efforts to achieve closure in the face of Einstein’s attempts to prise it open framed one of the most dramatic debates of twentieth-century science, and led to experimental discoveries that deepened the mystery and may yet profoundly impact our lives.
Abstract The confrontation between Einstein and Bohr over the interpretation of quantum theory has been painted in the past as a direct conflict between realism and positivism. However, more recent attempts to uncover the philosophical positions of both Einstein and Bohr have revealed that these were not so black and white. Einstein’s realism was conditioned by the strong empiricist influence in his own early experiences as a theorist and the growing wariness that led him eventually to reject Machian positivism. His was a realism born of a sense of necessity: a belief that a realist stance is the only one that leads to productive theorizing about the physical world. Bohr’s philosophy went through some quite marked changes, principally in response to Einstein’s challenges. The father of modem atomic theory could hardly subscribe to an uncompromising positivist position that rejected the reality of atoms. But the reality of the inner workings of those atoms was, Bohr contended, beyond the reach of a knowledge founded on complementary classical concepts of waves and particles. As Einstein’s challenges became deeper and more subtle, so Bohr’s position shifted to that of a distinctive anti-realism. Add to this a rhetoric in Bohr’s speeches and published writings that insisted on the logical inevitability of the Copenhagen interpretation, that insisted on its status as the only feasible interpretation, and that countenanced no other alternative, and you have dogma in the making. Heisenberg called it ‘Kopen hagener Geist der Quantentheorie’, the Copenhagen spirit of quantum theory which, he declared in 1930, ‘has directed the entire development of modem atomic physics’. Einstein frequently referred to the Copenhagen doctrine as ‘Talmudic’.