The conventional nature of synchronisation is discussed in inertial frames, where it is found that theories using diierent synchronisations are experimentally equivalent to special relativ-ity. In contrary, in accelerated systems only a theory maintaining an absolute simultaneity is consistent with the natural behaviour of clocks. The principle of equivalence is discussed, and it is found that ...

This paper considers anew the simultaneity problem that arises when observations of transactions are used to study the demand behavior of pricetaking consumers. Simultaneity is shown to be a problem of censored outcomes. This fact is used to obtain a basic negative finding on identification in the absence of prior information on the structure of demand or the process of price determination. The...

Rotational time dilation and angular contraction are discussed in comparison with the time deletion and length contraction of special relativity. The related issues of clock paradox and simultaneity are explored in rotational scenario. The non Euclidian nature of a relativistic rotation is analyzed in both θ t and θ r subspace. It has been shown that the constancy of the speed of light is intri...

Both Lowe and Tsai have presented their own versions of the theory that both indicative subjunctive conditionals are strict conditionals. We critically discuss we find each version wanting.

I consider competitions in which, conditional on winning or losing, the effort exerted by a competitor does not necessarily decrease his payoff. This happens, for example, in competitions for promotions in which workers are intrinsically motivated, and in research and development races in which better performance implies a higher payoff from winning. I characterize players’ equilibrium payoffs ...

In this note, we completely describe the shape of the bisector of two given points in a two-dimensional normed vector space. More precisely, we show that, depending on the position of two given points with respect to the shape of the unit circle, the following holds: the bisector of a non-strict pair of points consists of two cones and a curve, which has properties similar to those of bisectors...