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In the history of science, Laplace's demon is a thought experiment described by Pierre-Simon Laplace in a paper published in 1814 involving a hypothetical entity envisioned such that if it knew the precise location and momentum of every atom in the universe then it could use deterministic principles to reveal the entire course of cosmic events, past and future.[1]
[edit] Original QuotationLaplace strongly believed in causal determinism, which is expressed in the following quotation from the introduction to the Essai:
This intellect is often referred to as Laplace's demon. Note however, that the description of the hypothetical intellect described above by Laplace as a demon does not come from Laplace, but from later biographers - Laplace saw himself as a scientist. While hoping that humanity would progress to a better scientific understanding of the world, he recognized that such a complete level of understanding would always be beyond the grasp of human knowledge, as a tremendous calculating power would be needed to take into account every precondition in a given instant. While Laplace considered this to be a mere practical problem, later interpretations of quantum mechanics, which were adopted by philosophers defending the existence of free will, also leave the theoretical possibility of such an "intellect" contested. [edit] Arguments against Laplace's demonIn a quantum mechanical world, Laplace's demon becomes a clear impossibility. Chance is an essential part of the world's unfolding, and the Heisenberg Uncertainty Principle forbids exact measurements of positions and velocities simultaneously. But even within a hypothetical classical universe, there are reasons to doubt that Laplace's Demon is a meaningful concept. John Polkinghorne argues that nature is cloud-like rather than clock-like and points out that, apart from any other problems, uncertainty about the exact position of an electron on the other side of the universe would be sufficient to invalidate a calculation about the position of an O2 molecule in air after 50 collisions with its neighbours (i.e. in about 0.1 ns), even if they were solely influenced by Newton's laws.[2] According to chemical engineer Robert Ulanowicz, in his 1986 book Growth and Development, Laplace's demon met its end with early 19th century developments of the concepts of irreversibility, entropy, and the second law of thermodynamics. In other words, Laplace's demon was based on the premise of reversibility and classical mechanics; thermodynamics, i.e. real processes, however, are, under current theory, thought to be irreversible. In 2008, David Wolpert used Cantor diagonalization to disprove Laplace's demon. He did this by assuming that the demon is a computational device and showing that no two such devices can completely predict each other.[3] [edit] Recent viewsThere has recently been proposed a limit on the computational power of the universe, i.e. the ability of Laplace's Demon to process an infinite amount of information. The limit is based on the maximum entropy of the universe, the speed of light, and the minimum amount of time taken to move information across the Planck length, and the figure was shown to be about 10120 bits[4]. Accordingly, anything that requires more than this amount of data cannot be computed in the amount of time that has elapsed so far in the universe. Another theory suggests that if Laplace's demon were to occupy a parallel universe or alternate dimension from which it could determine the implied data and do the necessary calculations on an alternate and greater time line the aforementioned time limitation would not apply. This is, in fact, mandatory since if a Laplace's demon was in the reality that we occupy it would have to account for itself in addition to every other aspect of matter and energy, and the grand total cannot exceed the smaller portion. [edit] Laplace's demon in popular culture
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