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In ancient Greek religion, Ananke (/ ə ˈ n æ ŋ k iː /; Ancient Greek: Ἀνάγκη), from the common noun ἀνάγκη ("force, constraint, necessity"), is the Orphic personification of inevitability, compulsion, and necessity. She is customarily depicted as holding a spindle.
In his philosophy, Hegel ventured to describe quite a few cases of "unity of opposites", including the concepts of Finite and Infinite, Force and Matter, Identity and Difference, Positive and Negative, Form and Content, Chance and Necessity, Cause and effect, Freedom and Necessity, Subjectivity and Objectivity, Means and Ends, Subject and ...
Opposite of ferae naturae (below) donatio mortis causa: deathbed gift Gift causa mortis; "The donor, contemplating imminent death, declares words of present gifting and delivers the gift to the donee or someone who clearly takes possession on behalf of the donee. The gift becomes effective at death but remains revocable until that time."
Suppose that B is the anti-Bayes procedure, which calculates what the Bayesian algorithm A based on Occam's razor will predict – and then predicts the exact opposite. Then there are just as many actual priors (including those different from the Occam's razor prior assumed by A) in which algorithm B outperforms A as priors in which the ...
from the opposite: i.e., "on the contrary" or "au contraire". Thus, an argumentum a contrario ("argument from the contrary") is an argument or proof by contrast or direct opposite. a Deucalione: from or since Deucalion: A long time ago; from Gaius Lucilius, Satires VI, 284 a falsis principiis proficisci: to set forth from false principles ...
Aristotle, in his Poetics, defines peripeteia as "a change by which the action veers round to its opposite, subject always to our rule of probability or necessity."." According to Aristotle, peripeteia, along with discovery, is the most effective when it comes to drama, particularly in a
It’s one of the friendliest, most inclusive words there is. Skimping On Flavor. Jen Causey, Food Stylist: Chelsea Zimmer, Prop Stylist: Priscilla Montiel.
In logic and mathematics, necessity and sufficiency are terms used to describe a conditional or implicational relationship between two statements. For example, in the conditional statement : "If P then Q ", Q is necessary for P , because the truth of Q is guaranteed by the truth of P .