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SSRN Electronic Journal, 2010 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Baye, Michael R. +2 more
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The paradox of observation and the observation of paradox
Journal of Experimental & Theoretical Artificial Intelligence, 1995Abstract Achilles cannot overtake a fleeing tortoise because in the interval of time that he takes to get to where the tortoise was, it can move away. But even if it should wait for him Achilles must first reach the half-way mark between them and he cannot do this unless he first reaches the half-way mark to that mark, and so on indefinitely.
John F. Kolen, Jordan B. Pollack
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The Mathematical Gazette, 1964
The following definition of differential is not uncommon. It is to be found in Goursat’s and Hardy’s classical texts, as well as in a few more recent ones.
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The following definition of differential is not uncommon. It is to be found in Goursat’s and Hardy’s classical texts, as well as in a few more recent ones.
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The No-No Paradox Is a Paradox
Australasian Journal of Philosophy, 2011The No-No Paradox consists of a pair of statements, each of which ‘says’ the other is false. Roy Sorensen claims that the No-No Paradox provides an example of a true statement that has no truthmaker: Given the relevant instances of the T-schema, one of the two statements comprising the ‘paradox’ must be true (and the other false), but symmetry ...
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The Review of Symbolic Logic, 2011
We identify a class of paradoxes that is neither set-theoretical nor semantical, but that seems to depend on intensionality. In particular, these paradoxes arise out of plausible properties of propositional attitudes and their objects. We try to explain why logicians have neglected these paradoxes, and to show that, like the Russell Paradox and the ...
Dustin Tucker, Richmond H. Thomason
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We identify a class of paradoxes that is neither set-theoretical nor semantical, but that seems to depend on intensionality. In particular, these paradoxes arise out of plausible properties of propositional attitudes and their objects. We try to explain why logicians have neglected these paradoxes, and to show that, like the Russell Paradox and the ...
Dustin Tucker, Richmond H. Thomason
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Synthese, 2004
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Parrondo's Paradox is Not Paradoxical
SSRN Electronic Journal, 2004Parrondo's paradox concerns two games that are played in an alternating sequence. An analysis of each game in isolation shows them both to be losing games (i.e., to have a negative expectation). However, when the two games are played in an alternating sequence, the resulting compound game is, paradoxically, a winning game with a positive expectation ...
Thomas K. Philips, Andrew B. Feldman
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Resilience as Paradox, Paradoxes of Resilience
We approach resilience (i.e., elasticity under pressure) with a paradox lens. Paradox refers to persistent interdependent oppositions. We discuss resilience as paradoxical and explore the potential of organizational paradox theory to expand our knowledge of resilience.Cunha, Miguel Pina e +2 more
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American Journal of Physics, 1973
The traditional resolution of Gibbs paradox seems to give rise to a further paradox. A resolution of this paradox is proposed.
Barry M. Casper, Susan Freier
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The traditional resolution of Gibbs paradox seems to give rise to a further paradox. A resolution of this paradox is proposed.
Barry M. Casper, Susan Freier
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