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

This article reassesses Weber's position on the influence of Confucianism on China's failure to develop the modern form of capitalism by focusing on the conception of wealth among the merchants in the Ming and Qing dynasties. It starts with a review of the criticisms directed towards Weber's theses, including his claim about an affinity between Calvinism and the spirit of capitalism, and his assertion about the lack of moral tensions in Confucianism. We argue that despite the flaws in his analyses, (...) Weber's position that ideas matter is still relevant. The main shortcoming of his argument about the link between the Confucian value system and the failure of China to develop a modern form of capitalism is that he overlooked a critical element in this value system. This was the idea, widely shared among the merchants in late imperial China, of the desirability of disposing of one's wealth. This had the effect of discouraging the accumulation of capital in a period of incipent capitalism. While this idea was intrinsic to the Confucian intellectual tradition, it was also reinforced by the vulnerable position of the merchants under the omnipotent structure of state political power during the Ming dynasty. This shows that while ideas were crucial in preventing China from developing modern capitalism, they did not operate in isolation from the socio-political context as a historical force. (shrink)

We investigate the class of those algebras in which is a de Morgan algebra, is a quasi-Stone algebra, and the operations \ and \ are linked by the identity x**º = x*º*. We show that such an algebra is subdirectly irreducible if and only if its congruence lattice is either a 2-element chain or a 3-element chain. In particular, there are precisely eight non-isomorphic subdirectly irreducible Stone de Morgan algebras.

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.

An apparent inadequacy of the velocity addition theorem in handling a Fizeau (like) experiment beyond the resonance frequence is shown not to be a true failing. The proof consists in showing that the invariance of the signal velocity is unrelated to its maximality. Next, Lorentz transformations which connect frames moving with supersignal velocity to those of subsignal velocity are derived, taking a cue from the acoustic case. Methods are also suggested for laboratory verification of the theory.