منابع مشابه
Ample dividing
We construct a stable one-based, trivial theory with a reduct which is not trivial. This answers a question of John B. Goode. Using this, we construct a stable theory which is n-ample for all natural numbers n, and does not interpret an infinite group.
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on it throughout the operation, and when it was over bamboo poles were slid into the hem on each side and two looped iron rods passed over the ends of the poles to keep the stretcher from sagging. The patient was then lifted on to a wheeled carriage and taken to his bed side. Here the difficulty of lifting the patient off the stretcher into bed without any exertion on his part was often very ap...
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We obtain a chain condition for dividing in an arbitrary theory and a new and shorter proof of a chain condition result of Shelah for simple theories.
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We suggest that the components of the well known divide-and-conquer paradigm can be prootably presented as independent constructs in a skeletal parallel programming model. We investigate this proposal in the context of a rendition of Batcher's bitonic sorting algorithm in which the nested parallel structure of the program is neatly abstracted from the low level detail of a at presentation. We s...
متن کاملAdrian Miroiu WORLDS WITHIN WORLDS
It is sometimes argued that possible worlds are too rich. Indeed, for every sentence φ and every world w, either φ is true at w, or ¬φ is true at w. Possible worlds leave nothing unsettled: for any question one may ask, there is always an answer, yes or no. My view goes along the opposite side. I take possible worlds to be incredibly poor, and I think that a good deal can be added to them. The ...
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ژورنال
عنوان ژورنال: Social Analysis
سال: 2020
ISSN: 0155-977X,1558-5727
DOI: 10.3167/sa.2020.640102