Logical Forms explains both the detailed problems involved in finding logical forms and also the theoretical underpinnings of philosophical logic. In this revised edition, exercises are integrated throughout the book. The result is a genuinely interactive introduction which engages the reader in developing the argument. Each chapter concludes with updated notes to guide further reading.

Describes Bradley's doctrine of 'immediate experience' as a starting point of knowledge, then traces the development of the of subject and object out of immediate experience, with the question of independence, and with the precise meaning of the term 'objectivity.'.

Книга предназначена для философов, правоведов и специалистов по естественным наукам, а также для заинтересованных читателей.

Книга предназначена для философов, правоведов и специалистов по естественным наукам, а также для заинтересованных читателей.

Memoirs and papers presented at a conference held on the occasion of the 90th birthday of the Mongolian philosopher Ts. Balkhaajav.

We explicitly compute, following the method of Weyl, the commutator [Q, P] of the position operatorQ and the momentum operatorP of a particle when the dimension of the space on which they act is finite with a discrete spectrum; and we show that in the limit of a continuous spectrum with the dimension going to infinity this reduces to the usual relation of Heisenberg.

В монографии рассматриваются возможности применения обобщенной релевантной логики к проблеме моделирования рассуждений. Для научных работников, аспирантов, студентов, специалистов в философской логике, аргументации и компьютерной науке.

Издание посвящено проблемам образной семантики, которые затрагивают четыре явления - когнитивные модели сравнительных конструкций, метафорические структуры языка, культурно значимая фразеология и поэтический дискурс.

Recently we have studied quantum mechanics of bounded operators with a discrete spectrum. In particular, we derived an expression for the commutator[Q, P] of two bounded operators whose spectrum is discrete, and we showed that in the limit of a continuous spectrum the commutator becomes the standard one of Heisenberg. In this paper we show that the angular momentum operator and the phase operator satisfy the new commutation relation. We also briefly discuss the problem of the canonical phase operator conjugate (...) to the number operator. (shrink)

T. S. Champlin; VII*—Tendencies, Proceedings of the Aristotelian Society, Volume 91, Issue 1, 1 June 1991, Pages 119–134, https://doi.org/10.1093/aristotelian/9.