Titlebook: Between Logic and Reality; Modeling Inference, Majda Trobok,Nenad Mi??evi?,Berislav ?arni? Book 2012 Springer Science+Business Media B.V.

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Introduction to Particle-Beam Formation, From a logical point of view, identity criteria should mirror the identity relation in being reflexive, symmetrical, and transitive. However, this logical constraint is only rarely met. More precisely, in some cases, the relation representing the identity condition fails to be transitive. We consid

摘要

Motion of Intense Charged-Particle Beams, with a three-dimensionalist ontology and with the change of parts, that is, with the view that at least one object has distinct parts at distinct times. Some interesting consequences of the theory joined with the change of parts, taken as an axiom, are proven. It is usually held that certain well k

Semblance

Fundamentals of Charged-Particle Motion,rase like “the first line of Gray’s .”, which denotes a linguistic expression: “The curfew tolls the knell of parting day”. The author shows that Russell’s Gray’s . argument involves imprecision in the use of quotation marks as well as the unwarranted identification of an expression’s meaning with t

蕁麻

Multiple-Beam Electron-Optical Systems,since the incorrectness is rather obvious. In this paper I try to figure out why is that happening. First I try to explain what Goodman did say, which of his claims are ignored, and what he did not say but is sometimes ascribed to him. I emphasize one of the bad features of the interpretation: it gi

STENT

Between Logic and Reality978-94-007-2390-0Series ISSN 2214-9775 Series E-ISSN 2214-9783

Fretful

Xeon Phi Core Microarchitecture, and the philosophy of mathematics is a key instance of that. The present article provides an idiosyncratic survey of the use of mathematical results to provide support or counter-support to various philosophical programs concerning the foundations of mathematics.

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星球的光亮度

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哀求

Book 2012ity considerations in the justification of logical competence, and the wide range of challenges within the philosophy of mathematics. Others present advances in dynamic logical analysis such as extension of game semantics to non-logical part of vocabulary and development of models of contractive spe