David Lindley
Born
The United Kingdom
Genre
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Uncertainty: Einstein, Heisenberg, Bohr, and the Struggle for the Soul of Science
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published
1996
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25 editions
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Boltzmanns Atom: The Great Debate That Launched A Revolution In Physics
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published
2001
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8 editions
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The Dream Universe: How Fundamental Physics Lost Its Way
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published
2020
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8 editions
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Where Does The Weirdness Go?: Why Quantum Mechanics Is Strange, But Not As Strange As You Think
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published
1996
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10 editions
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The End Of Physics: The Myth Of A Unified Theory
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published
1993
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7 editions
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Degrees Kelvin: A Tale of Genius, Invention, and Tragedy
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published
2004
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7 editions
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Court Masques: Jacobean and Caroline Entertainments, 1605-1640
by
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published
1984
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7 editions
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Shakespeare And Music
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published
2005
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11 editions
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The Trials of Frances Howard: Fact and Fiction at the Court of King James
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published
1993
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14 editions
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How to Write a Haiku
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“إن الارتياب المستنير في البدهي قد يكون علامة العبقرية.”
― Uncertainty: Einstein, Heisenberg, Bohr, and the Struggle for the Soul of Science
― Uncertainty: Einstein, Heisenberg, Bohr, and the Struggle for the Soul of Science
“Determinism was the linchpin of classical physics, the crucial principle of causality. Born was now putting into words Einstein’s greatest fear, one he had expressed repeatedly for years. In classical physics, when anything happens, it happens for a reason, because prior events led up to it, set the conditions for it, made it inevitable. But in quantum mechanics, apparently, things just happen one way or another, and there is no saying why.”
― Uncertainty
― Uncertainty
“The first is the belief that the universe is essentially harmonious, and that the source of that concord lies in mathematical proportions which can be directly related to musical harmonies. Pythagoras, in an oft-repeated legend, was said to have meditated on the sound of smiths beating hammers upon anvils, and to have argued that a hammer half as heavy produced a note an octave above its full-sized fellow.3 More important were the experiments with a single string, or monochord, attributed to him by his successors. If a stretched string is divided exactly into two it produces a sound an octave higher than the fundamental pitch (the ratio 2:1), the intervals of the fourth and fifth can similarly be expressed as the ratios 4:3 and 3:2 respectively, and all other intervals can be described in mathematical terms.4 These numerical proportions were then extended to describe the relationships of the planetary spheres, both in their relative distance one from another, and in the speed of their movement. The ideas were given influential (if obscure) expression in Plato’s Timaeus, and endlessly elaborated in succeeding centuries up to the Renaissance. One of the final manifestations of this understanding is provided in the illustration of cosmic harmony from Robert Fludd’s Utriusque cosmi … historia 1”
― Shakespeare And Music: Arden Critical Companions
― Shakespeare And Music: Arden Critical Companions
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