SPECIFYING ANGULAR MOMENTUM AND CENTER OF MASS FOR VACUUM INITIAL DATA SETS

which implies propagation of chaos for the moderately interacting particle system (0.2) and proves that the empirical measure Mn provides a stochastic approximation of

Vous pouvez enregistrer l'émission que vous regardez en ce moment même en appuyant sur le bouton central et en sélectionnant l'icône de couleur rouge située dans le coin gauche ou

While our focus is on the study of angular momentum and center of mass in a Bondi-Sachs coordinate system, we show that the evolution formulae for the classical angular momentum can

The limits at spatial infinity provide new definitions for total conserved quantities of an isolated system, which do not depend on any asymptotically flat coordi- nate system

In [9], the authors defined new total conserved quantities for asymp- totically flat initial data sets using the limit of quasi-local conserved quantities and proved the finiteness

In the first half of the article, we review the definition of the quasi-local energy-momentum in [26] and the quasi-local angular momentum and center of mass in [9] and describe how

Most of the electromagnetic field detection in the optical domain is per- formed via energy measurements and hardly ever through linear momentum

The results demonstrate that the proposed method reduces the estimation error on the center of mass position with regard to kinematic estimation alone, whereas at the same time,