Results 271 to 280 of about 212,315 (316)
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Perception, 1997
Paradoxical absence of motion in a rotating pattern is reported. The effect requires that the motion of the paradoxically stationary figure be underspecified by local motion signals, and that the paradoxically stationary figure be well segregated.
GERBINO, WALTER, BRUNO, NICOLA
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Paradoxical absence of motion in a rotating pattern is reported. The effect requires that the motion of the paradoxically stationary figure be underspecified by local motion signals, and that the paradoxically stationary figure be well segregated.
GERBINO, WALTER, BRUNO, NICOLA
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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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Paradoxicality Without Paradox
Erkenntnis, 2021It is not uncommon among theorists favoring a deviant logic on account of the semantic paradoxes to subscribe to an idea that has come to be known as ‘classical recapture’. The main thought underpinning it is that non-classical logicians are justified in endorsing many instances of the classically valid principles that they reject.
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1987
Extensively enlarged as: "Capital Theory (paradoxes)", The New Palgrave Dictionary of Economics, Second Edition, Steven N. Durlauf and Lawrence E. Blume (eds.), London: Palgrave Macmillan, vol.I, pp. 675-684, 2008; online edition 2009.
Pasinetti L. L., SCAZZIERI, ROBERTO
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Extensively enlarged as: "Capital Theory (paradoxes)", The New Palgrave Dictionary of Economics, Second Edition, Steven N. Durlauf and Lawrence E. Blume (eds.), London: Palgrave Macmillan, vol.I, pp. 675-684, 2008; online edition 2009.
Pasinetti L. L., SCAZZIERI, ROBERTO
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The Mathematical Gazette, 1984
An interesting and important problem in probability theory is known as ‘Bertrand’s paradox’. Consider a chord chosen ‘at random’ inside a circle: what is the probability that the length of the chord exceeds the length of side of the inscribed equilateral triangle? Three different answers have been given to this problem
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An interesting and important problem in probability theory is known as ‘Bertrand’s paradox’. Consider a chord chosen ‘at random’ inside a circle: what is the probability that the length of the chord exceeds the length of side of the inscribed equilateral triangle? Three different answers have been given to this problem
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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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Artificial Intelligence and Management: The Automation–Augmentation Paradox
Academy of Management Review, 2021Sebastian Raisch, Sebastian Krakowski
exaly

