Philosophy Dictionary of Arguments

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Paradoxes: are contradictions within formally correct statements or sets of statements that lead to an existence assumption, which initially seemed plausible, to be withdrawn. Paradoxes are not errors, but challenges that may lead to a re-formulation of the prerequisites and assumptions, or to a change in the language, the subject domain, and the logical system. See also Russellian paradox, contradictions, range, consistency.

Annotation: The above characterizations of concepts are neither definitions nor exhausting presentations of problems related to them. Instead, they are intended to give a short introduction to the contributions below. – Lexicon of Arguments.

Author Item Summary Meta data

W. Poundstone on Paradoxes - Dictionary of Arguments

I 47
Ravenparadox/Poundstone: "This herring is red" supports both contra positions: a) "All non-black things are non-ravens" and "all non-white things are non-ravens" (contra position of "All ravens are white") - it follows:. black is white - that is the paradox.
I 66
Does not need to be a paradox if the number of objects is finite.
I 175
Knowledge paradox/prisoners paradox/Poundstone: (unexpected execution) only works if the other thinks about the situation and draws wrong conclusions.
I 192
Knowledge paradox/prisoners paradox/Quine/Poundstone: (unexpected execution) the "knowledge" here is an illusion - the first conclusion, after which the prisoners cannot be executed on the last day is not valid - the illogical is better off: he can suspect the right - the assumption of a specific day causes that the execution can take place on any day - N.B./Poundstone: error: the assumption when the impossible is excluded, there should remain something possible - if the prisoner assumes the impossibility, he can be executed on any day.
I 221
Thomson's lamp/Poundstone: light turns on for 1/2 minutes, then off for 1/4 minutes, then on for 1/8 ... Total: 1 - question: is it on or off after 1 min? (Sum of infinite elements) - wrong question - analog: if the greatest number is odd/even.
I 228
Ultimately physical limit: frequency, energy, switchers.
I 224
Zenon/Achilles/Poundstone: Solution: overtaking after 111,111 ... cm - the "infinity" lies in Zenon's analysis, not in physics - Arrow paradox: even in the relativity theory the moment remains blurry - also here we believe in cause and effect: the present determines the future - how does the arrow know, where it must go? - No physical problem, row term no solution.
I 236
Olbers Paradox: four times the area balances four times weaker radiation - it would heat up on earth to the average temperature of stars - solution: redshift.
I 243
Tristram Shandy paradox/Russell/Poundstone: if he lived infinitly long, there would remain no day undescribed because there could be no day mentioned, for which it would be impossible - one-to-one allocation is possible - but never completed - but not at reversal infinite past: you cannot make an unambiguous assignment of certain days to certain years - in the last year he cannot have written about one day of this year - infinitly long incomplete manuscript.
I 400
Paradox/antinomy/Poundstone: general form: the illusion that all truth is also recognizable - unexpected execution: the victim is wrong because it thinks it can achieve something through logical reasoning, which is impossible to achieve in that way - Newcomb's paradox: the one who makes the prediction, cannot know his own thoughts.

Explanation of symbols: Roman numerals indicate the source, arabic numerals indicate the page number. The corresponding books are indicated on the right hand side. ((s)…): Comment by the sender of the contribution. Translations: Dictionary of Arguments
The note [Author1]Vs[Author2] or [Author]Vs[term] is an addition from the Dictionary of Arguments. If a German edition is specified, the page numbers refer to this edition.

Poundstone I
William Poundstone
Labyrinths of Reason, NY, 1988
German Edition:
Im Labyrinth des Denkens Hamburg 1995

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Ed. Martin Schulz, access date 2021-08-05
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