www.elsevier.nlrlocaterpla Acceleration-induced nonlocal electrodynamics in

Minkowski space is a physically important space-time for which the finding an adequate holographic description is an urgent problem. In this paper we develop further the proposal made in [1] for the description as a duality between Minkowski spacetime and a Conformal Field Theory defined

the initial hypothesis, the work goes through several examples of increasing complexity, to show that it is plausible. Starting with special relativity it is shown that there is perfect mapping between the geodesics on Minkowski space-time and on this alternative space. The discussion than follows through

In Minkowski spacetime, because of the relativity of simultaneity to the inertial frame chosen, there is no unique world-at-an-instant. Thus the classical view that there is a unique set of events existing now in a three dimensional space cannot be sustained. The two solutions most often advanced

Abstract. In this paper we complete a classification of W–curves in Minkowski space–time. Namely, we classify all spacelike curves with constant curvatures in E 4 1. primary 53C50, sec-

In this paper we address the question of stability of Minkowski space-time for the system of the

I. Ever since Minkowski published his four-dimensional representation of space-time, the dominant view in physics and philosophy has been that time is a fourth dimension such that human perception of change and the passage of time is a mere illusion, due to our particular slicing of space-time

There are famously two main alternative metaphysics of persistence, namely Three and Four-Dimensionalism.1 3D, or endurantism, roughly maintains that material objects are three-dimensional wholes that are multi-located at different temporally unextended regions of spacetime and persist through time

Equivariant self-similar wave maps from

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