Space-Time in the Modern Scientific Picture of the World (to the 100th Anniversary of the Gravitational Waves Prediction)

2019 ◽  
pp. 118-129
Author(s):  
L. Minasyan ◽  
◽  
V. Beylin ◽  
O. Leshcheva ◽  
◽  
...  
2003 ◽  
Vol 46 (1-4) ◽  
pp. 17-26 ◽  
Author(s):  
Radmila Sajkovic

In this text the author reviews the life and work of Zagorka Micic, famous Serbian woman-philosopher, in honour of the 100th anniversary of her birth. She was one of the first students of Edmund Husserl, and her Ph. D. thesis was among the earliest ones in phaenomenology, which was waking in that time. Her cooperation with Husserl has continued for a decade. After the World War II Zagorka Micic worked as a professor of logic and history of philosophy at the University of Skoplje (now FYRM). Stressing her individual qualities, the paper is full of personal memories and reminiscences of mutual encounters.


2013 ◽  
Vol 45 (6) ◽  
pp. 1163-1177 ◽  
Author(s):  
J. W. Maluf ◽  
S. C. Ulhoa ◽  
J. F. da Rocha-Neto

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.


Philosophy ◽  
2010 ◽  
Vol 85 (2) ◽  
pp. 185-200 ◽  
Author(s):  
Joel J. Kupperman

AbstractPrinciples can seem as entrenched in moral experience as Kant thinks space, time, and the categories are in human experience of the world. However not all cultures have such a view. Classical Indian and Chinese philosophies treat modification of the self as central to ethics. Decisions in particular cases and underlying principles are much less discussed.Ethics needs comparative philosophy in order not to be narrow in its concerns. A broader view can give weight to how people sometimes can change who they are, in order to lead better lives.


Daphnis ◽  
2017 ◽  
Vol 45 (3-4) ◽  
pp. 343-388
Author(s):  
Ottmar Ette

Welterleben and Weiterleben are what determine the second globalization (of four previously explored) whose constantly accelerating dynamic, vectorization, this essay explores. On the basis of selected writings of Georg Forster, Alexander von Humboldt, and Adelbert von Chamisso, the author highlights the increasing speed with which knowledge, especially in the experiential sciences, is produced and disseminated following the routes of ever-widening trade speeded along by globalization. The notion of ‘vectopia’ stands for the connection of utopia and uchronia in space and time in such a way that the experience of the world, expanded worldwide, contains within it a Weiter-Leben, a ‘living-further’ that is to be understood first in a spatial, and not yet temporal, sense, of what Forster called Erfahrungswissen, or ‘experiential knowledge.’ Vectopia, as elaborated here, has a material dimension that relates to the physical person, the body, the experience of the world that cannot occur without the constant changing of place, without a journeying that is again and again recommenced. Vectopia develops the projection of a life not from space or from time alone, but by their combination. Vectopia is more than a concept, it is a thought-figure: it is vitally connected to life, and thus a life-figure. It opens itself to a type of knowledge that stands almost at the threshold of a further life, indeed, of a Weiterleben that, opening itself to a ‘living-onward,’ resides beyond space, time, and movement.


AAOHN Journal ◽  
2005 ◽  
Vol 53 (8) ◽  
pp. 345-352 ◽  
Author(s):  
Maria Helena Marziale ◽  
Oisaeng Hong

The next International Commission on Occupational Health (ICOH) Congress will be a celebration of its 100th anniversary, held in Milan, Italy from June 11 to 16, 2006. With significant improvements in the understanding of occupational health at the international level, it is hoped that all occupational health professionals throughout the world can celebrate 100 years of progress and accomplishments at this Congress. With this goal, the AAOHN Journal has been running a special series of articles focusing on “Exploring the World Through International Occupational Health Programs” organized by OiSaeng Hong, PhD, RN, Assistant Professor and Director, Occupational Health Nursing Program, Division of Health Promotion and Risk Reduction, School of Nursing, University of Michigan, Ann Arbor, Michigan. This is the fourth article of the series.


The construction of field theory which exhibits invariance under the Weyl group with parameters dependent on space–time is discussed. The method is that used by Utiyama for the Lorentz group and by Kibble for the Poincaré group. The need to construct world-covariant derivatives necessitates the introduction of three sets of gauge fields which provide a local affine connexion and a vierbein system. The geometrical implications are explored; the world geometry has an affine connexion which is not symmetric but is semi-metric. A possible choice of Lagrangian for the gauge fields is presented, and the resulting field equations and conservation laws discussed.


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