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{{Intelligent Design}}
'''Specified complexity''' is a creationist argument introduced by [[William Dembski]], used by advocates to promote the [[pseudoscience]] of [[intelligent design]].<ref name="Boudry 2010">{{cite journal |last1=Boudry |first1=Maarten |author-link1=Maarten Boudry |last2=Blancke |first2=Stefaan |last3=Braeckman |first3=Johan |author-link3=Johan Braeckman |date=December 2010 |title=Irreducible Incoherence and Intelligent Design: A Look into the Conceptual Toolbox of a Pseudoscience |journal=[[The Quarterly Review of Biology]] |volume=85 |issue=4 |pages=473–482 |doi=10.1086/656904 |pmid=21243965|url=https://biblio.ugent.be/publication/952482/file/6828579.pdf |hdl=1854/LU-952482 |s2cid=27218269 |hdl-access=free | issn=0033-5770 }} Article available from [https://biblio.ugent.be/publication/952482 Universiteit Gent]</ref> According to Dembski, the concept can formalize a property that singles out patterns that are both ''specified'' and ''complex'', where in Dembski's terminology, a ''specified'' pattern is one that admits short descriptions, whereas a ''complex'' pattern is one that is unlikely to occur by chance. An example cited by Dembski is a poker hand, where for example the repeated appearance of a [[royal flush (poker hand)|royal flush]] will raise suspicion of cheating.<ref>{{cite web | url=https://billdembski.com/intelligent-design/specified-complexity-made-simple/ | title=Specified Complexity Made Simple | date=26 February 2024 }}</ref> Proponents of intelligent design use specified complexity as one of their two main arguments, along with [[irreducible complexity]].
Dembski argues that it is impossible for specified complexity to exist in patterns displayed by configurations formed by unguided processes. Therefore, Dembski argues, the fact that specified complex patterns can be found in living things indicates some kind of guidance in their formation, which is indicative of intelligence. Dembski further argues that one can show by applying [[No free lunch in search and optimization|no-free-lunch theorems]] the inability of evolutionary algorithms to select or generate configurations of high specified complexity. Dembski states that specified complexity is a reliable marker of design by an [[intelligent designer|intelligent agent]]—a central tenet to intelligent design, which Dembski argues for in opposition to [[evolution|modern evolutionary theory]]. Specified complexity is what Dembski terms an "explanatory filter": one can recognize design by detecting '''complex specified information''' ('''CSI'''). Dembski argues that the unguided emergence of CSI solely according to known [[physical laws]] and chance is highly improbable.<ref>Olofsson, P., "Intelligent design and mathematical statistics: a troubled alliance", ''Biology and Philosophy'', (2008) 23: 545. {{doi|10.1007/s10539-007-9078-6}} ([https://web.archive.org/web/20180120070714/https://pdfs.semanticscholar.org/8def/d6c4582d252e55d8b4a188ccdb9bff6453c3.pdf pdf], retrieved December 18, 2017)</ref>
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Dembski's critics note that specified complexity, as originally defined by Leslie Orgel, is precisely what Darwinian evolution is supposed to create. Critics maintain that Dembski uses "complex" as most people would use "absurdly improbable". They also claim that his argument is [[circular reasoning|circular]]: CSI cannot occur naturally because Dembski has defined it thus. They argue that to successfully demonstrate the existence of CSI, it would be necessary to show that some biological feature undoubtedly has an extremely low probability of occurring by any natural means whatsoever, something which Dembski and others have almost never attempted to do. Such calculations depend on the accurate assessment of numerous contributing probabilities, the determination of which is often necessarily subjective. Hence, CSI can at most provide a "very high probability", but not absolute certainty.
Another criticism refers to the problem of "arbitrary but specific outcomes". For example, if a coin is tossed randomly 1000 times, the probability of any particular outcome occurring is roughly one in 10<sup>300</sup>. For any particular specific outcome of the coin-tossing process, the ''a priori'' probability (probability measured before event happens) that this pattern occurred is thus one in 10<sup>300</sup>, which is astronomically smaller than Dembski's universal probability bound of one in 10<sup>150</sup>. Yet we know that the ''post hoc'' probability (
Apart from such theoretical considerations, critics cite reports of evidence of the kind of evolutionary "spontanteous generation" that Dembski claims is too improbable to occur naturally. For example, in 1982, B.G. Hall published research demonstrating that after removing a gene that allows sugar digestion in certain bacteria, those bacteria, when grown in media rich in sugar, rapidly evolve new sugar-digesting enzymes to replace those removed.<ref>B.G. Hall (1982). "Evolution of a regulated operon in the laboratory", ''[[Genetics (journal)|Genetics]]'', 101(3-4):335-44. [https://www.ncbi.nlm.nih.gov/entrez/query.fcgi?cmd=Retrieve&db=pubmed&dopt=Abstract&list_uids=6816666&query_hl=1 In PubMed.]</ref> Another widely cited example is the discovery of [[nylon eating bacteria]] that produce enzymes only useful for digesting synthetic materials that did not exist prior to the invention of [[nylon]] in 1935.
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* [https://schneider.ncifcrf.gov/paper/ev/dembski/specified.complexity.html Dissecting Dembski's "Complex Specified Information"] {{Webarchive|url=https://web.archive.org/web/20170317075913/https://schneider.ncifcrf.gov/paper/ev/dembski/specified.complexity.html |date=2017-03-17 }} by Thomas D. Schneider.
* [http://www.talkreason.org/articles/jello.cfm William Dembski's treatment of the No Free Lunch theorems is written in jello] by No Free Lunch theorems co-founder, [[David Wolpert]]
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* [http://www.designinference.com/ Design Inference Website] - The writing of William A. Dembski
* [https://web.archive.org/web/20080313093300/http://csicop.org/sb/2000-12/reality-check.html Committee for Skeptical Inquiry - Reality Check, The Emperor's New Designer Clothes] - [[Victor J. Stenger]]
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