Space, Time, and Eternity

2015 ◽  
Vol 42 (5) ◽  
pp. 438-453
Author(s):  
Robert Cummings Neville
Keyword(s):  

On the one hand, Chinese traditions of philosophy are famous for emphasizing that things are changes, that reality is filled with processes rather than substances. This philosophy was present at least from the Yijing onward and was developed in diverse ways by Confucians, Daoists, and then Chinese Buddhists. But there has not been a similar rich development of the idea of eternity, that nontemporal context within which change can be recognized and measured. This article argues, first, that change presupposes an ontological context of eternity and, second, that eternity so conceived can be experienced and even interpreted in terms of the Chinese traditions.

2011 ◽  
Vol 16 (2) ◽  
pp. 175-190 ◽  
Author(s):  
Sorin Baiasu

AbstractThe interpretation of Kant's Critical philosophy as a version of traditional idealism has a long history. In spite of Kant's and his commentators’ various attempts to distinguish between traditional and transcendental idealism, his philosophy continues to be construed as committed (whether explicitly or implicitly and whether consistently or inconsistently) to various features usually associated with the traditional idealist project. As a result, most often, the accusation is that his Critical philosophy makes too strong metaphysical and epistemological claims.In his The Revolutionary Kant, Graham Bird engages in a systematic and thorough evaluation of the traditionalist interpretation, as part of perhaps the most comprehensive and compelling defence of a revolutionary reading of Kant's thought. In the third part of this special issue, the exchanges between, on the one hand, Graham Bird and, on the other, Gary Banham, Gordon Brittan, Manfred Kuehn, Adrian Moore and Kenneth Westphal focus on specific aspects of Bird's interpretation of Kant's first Critique. More exactly, the emphasis is on specific aspects of Bird's interpretation of the Introduction, Analytic of Principles and Transcendental Dialectic of Kant's first Critique.The second part of the special issue is devoted to discussions of particular topics in Bird's construal of the remaining significant parts of the first Critique, namely, of the Transcendental Aesthetic and the Analytic of Concepts. Written by Sorin Baiasu and Michelle Grier, these articles examine specific issues in these two remaining parts of the Critique, from the perspective of the debate between the traditionalist and revolutionary interpretation. The special issue begins with an Introduction by the guest co-editors. This provides a summary of the exchanges between Bird and his critics, with a particular focus on the debates stemming from the differences between traditional and revolutionary interpretations of Kant.


2021 ◽  
Vol 4 (1) ◽  

In the age of information, it is no secret that the modern science is in a very difficult position. On the one hand, it has high hopes for solving the problems of modern humanity and very practical tasks. On the other hand, science shows limited potential and difficulty in carrying out the tasks. Beyond scientific theory remain such phenomena as gravity and gravitational waves and other unexplored and very useful phenomena. Obviously, the reason for these limited capabilities of modern science is its limited foundation. The foundation of science is determined by its basic axioms. If we expand the foundation of science, we will be able to build a more comprehensive, perfect and voluminous theory. In two monographs and a series of articles the author offers a system of extended axioms (with two new axioms) and a more extended theory (with eight new laws). To the great surprise of even the author, this new theory turned out to be extensive enough to cover and explain and the gravity. Moreover, the extended axioms and theory directly and naturally outlined the algorithm in the explanation of the so-called Gravity Funnels. According to the new axioms and laws, Gravity Funnels are both for suction (accelerating) and for expansion (decelerating). Expansion Gravity Funnel decelerates along its longitudinal direction as emits the matter in the transverse direction. In this way it consumes energy and generates matter. Suction Gravity Funnel accelerates along its longitudinal direction as sucks the matter in transverse direction. In this way it consumes matter and generates energy. The both of Funnels are situated in a new Space-time. The Space-time of decelerating and accelerating Funnels is packed by longitudinal vortices, in which the Space (S) is constant. It is radically different of the Space-Time where we live now. The Space-time where we live now is packed by cross vortices, where the time (T) is constant. According the new Axioms and Laws the two described Space- times are mutually orthogonal.


Author(s):  
Dan Lusthaus

When Buddhism first entered China from India and Central Asia two thousand years ago, Chinese favourably disposed towards it tended to view it as a part or companion school of the native Chinese Huang–Lao Daoist tradition, a form of Daoism rooted in texts and practices attributed to Huangdi (the Yellow Emperor) and Laozi. Others, less accepting of this ‘foreign’ incursion from the ‘barbarous’ Western Countries, viewed Buddhism as an exotic and dangerous challenge to the social and ethical Chinese civil order. For several centuries, these two attitudes formed the crucible within which the Chinese understanding of Buddhism was fashioned, even as more and more missionaries arrived (predominantly from Central Asia) bringing additional texts, concepts, rituals, meditative disciplines and other practices. Buddhists and Daoists borrowed ideas, terminology, disciplines, cosmologies, institutional structures, literary genres and soteric models from each other, sometimes so profusely that today it can be difficult if not impossible at times to determine who was first to introduce a certain idea. Simultaneously, polemical and political attacks from hostile Chinese quarters forced Buddhists to respond with apologia and ultimately reshape Buddhism into something the Chinese would find not only inoffensive, but attractive. In the fifth century ad, Buddhism began to extricate itself from its quasi-Daoist pigeonhole by clarifying definitive differences between Buddhist and Daoist thought, shedding Daoist vocabulary and literary styles while developing new distinctively Buddhist terminology and genres. Curiously, despite the fact that Mahāyāna Buddhism had few adherents in Central Asia and was outnumbered by other Buddhist schools in India as well, in China Mahāyāna became the dominant form of Buddhism, so much so that few pejoratives were as stinging to a fellow Buddhist as labelling him ‘Hīnayāna’ (literally ‘Little Vehicle,’ a polemical term for non-Mahāyānic forms of Buddhism). By the sixth century, the Chinese had been introduced to a vast array of Buddhist theories and practices representing a wide range of Indian Buddhist schools. As the Chinese struggled to master these doctrines it became evident that, despite the fact that these schools were all supposed to express the One Dharma (Buddha’s Teaching), their teachings were not homogenous, and were frequently incommensurate. By the end of the sixth century, the most pressing issue facing Chinese Buddhists was how to harmonize the disparities between the various teachings. Responses to this issue produced the Sinitic Mahāyāna schools, that is, Buddhist schools that originated in China rather than India. The four Sinitic schools are Tiantai, Huayan, Chan and Pure Land (Jingtu). Issues these schools share in common include Buddha-nature, mind, emptiness, tathāgatagarbha, expedient means (upāya), overcoming birth and death (saṃsāra), and enlightenment.


2007 ◽  
Vol 14 (2) ◽  
pp. 139-151 ◽  
Author(s):  
R. Castilla ◽  
J. M. Redondo ◽  
P. J. Gámez-Montero ◽  
A. Babiano

Abstract. We study numerically the comparison between Lagrangian experiments on turbulent particle dispersion in 2-D turbulent flows performed, on the one hand, on the basis of direct numerical simulations (DNS) and, on the other hand, using kinematic simulations (KS). Eulerian space-time structure of both DNS and KS dynamics are not comparable, mostly due to the absence of strong coherent vortices and advection processes in the KS fields. The comparison allows to refine past studies about the contribution of non-homogeneous space-time 2-D Eulerian structure on the turbulent absolute and relative particle dispersion processes. We particularly focus our discussion on the Richardson's regime for relative dispersion.


2020 ◽  
Vol 35 (14) ◽  
pp. 2030007 ◽  
Author(s):  
Yen Chin Ong

The singularity theorems of Hawking and Penrose tell us that singularities are common place in general relativity. Singularities not only occur at the beginning of the Universe at the Big Bang, but also in complete gravitational collapses that result in the formation of black holes. If singularities — except the one at the Big Bang — ever become “naked,” i.e. not shrouded by black hole horizons, then it is expected that problems would arise and render general relativity indeterministic. For this reason, Penrose proposed the cosmic censorship conjecture, which states that singularities should never be naked. Various counterexamples to the conjecture have since been discovered, but it is still not clear under which kind of physical processes one can expect violation of the conjecture. In this short review, I briefly examine some progresses in space–time singularities and cosmic censorship conjecture. In particular, I shall discuss why we should still care about the conjecture, and whether we should be worried about some of the counterexamples. This is not meant to be a comprehensive review, but rather to give an introduction to the subject, which has recently seen an increase of interest.


2020 ◽  
Vol 26 (2-3) ◽  
Author(s):  
Heng Li ◽  
Yu Cao

Abstract Previous research suggests that both patterns in orthography and cultural-specific associations of space-time affect how people map space onto time. In the current study, we focused on Chinese Buddhists, an understudied population, investigating how religious experiences influence their mental representations of time. Results showed that Chinese Buddhists could represent time spatially corresponding to left-to-right, right-to-left and top-to-bottom orientations in their religious scripts. Specifically, they associated earlier events with the starting point of the reading and later times with the endpoint. We also found that Chinese Buddhists were more likely to represent time in a clockwise way than Chinese atheists. This is because Buddhism regards time as cyclic and consisting of repeating ages (i.e. Wheel of Time). Taken together, we provide first psychological evidence that Chinese Buddhists’ spatial representations of time are different from atheists’, due to their religious experiences, namely, both the reading direction in Buddhist texts and Buddhist concepts of time.


2018 ◽  
Vol 96 (10) ◽  
pp. 1074-1084
Author(s):  
Bijan Saha

Within the scope of Bianchi type-IX cosmological model we have studied the role of spinor field in the evolution of the Universe. It is found that unlike the diagonal Bianchi models in this case the components of energy–momentum tensor of spinor field along the principal axis are not the same (i.e., [Formula: see text]), even in the absence of spinor field nonlinearity. The presence of nontrivial non-diagonal components of energy–momentum tensor of the spinor field imposes severe restrictions both on geometry of space–time and on the spinor field itself. As a result the space–time turns out to be either locally rotationally symmetric or isotropic. In this paper we considered the Bianchi type-IX space–time both for a trivial b, that corresponds to standard Bianchi type-IX and the one with a non-trivial b. It was found that a positive self-coupling constant λ1 gives rise to an oscillatory mode of expansion, while a trivial λ1 leads to rapid expansion at the early stage of evolution.


1992 ◽  
Vol 07 (29) ◽  
pp. 2669-2683 ◽  
Author(s):  
ANDREI A. BYTSENKO ◽  
LUCIANO VANZO ◽  
SERGIO ZERBINI

In the framework of heat-kernel approach to zeta-function regularization, the one-loop effective potential at finite temperature for scalar and spinor fields on Kaluza-Klein space-time of the form [Formula: see text], where MP is p-dimensional Minkowski space-time is evaluated. In particular, when the compact manifold is [Formula: see text], the Selberg trace formula associated with discrete torsion-free group Γ of the n-dimensional Lobachevsky space Hn is used. An explicit representation for the thermodynamic potential valid for arbitrary temperature is found. As a result a complete high temperature expansion is presented and the roles of zero modes and topological contributions is discussed.


1990 ◽  
Vol 05 (20) ◽  
pp. 1599-1604 ◽  
Author(s):  
I.L. BUCHBINDER ◽  
I.L. SHAPIRO ◽  
E.G. YAGUNOV

GUT’s in curved space-time is considered. The set of asymptotically free and asymptotically conformally invariant models based on the SU (N) gauge group is constructed. The general solutions of renormalization group equations are considered as the special ones. Several SU (2N) models, which are finite in flat space-time (on the one-loop level) and asymptotically conformally invariant in external gravitational field are also presented.


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