Discretization of space and time in wave mechanics: the validity limit

Figure 3: Form factors with corrections aimed to fulfill relations stemming from transformations of currents under space-time translations, at low and large Q 2 (l.h.s. respectively).

The existence of a minimum time below which it is impossible to descend, necessarily implies the existence of a maximum speed: in fact, if ad absurdum it

From this dual model (rigid body and soft body) it is evident that the size of A will be higher than, or at most equal to, d, the value that corresponds to the shortening of

Assuming that space and time can only have discrete values, it is shown how deformed space and time cause gravitational attraction, whose law in a

The function that describes the Compton wavelength intersects the line identifying the radius of the black hole at a precise point; but, as explained above, in the area below the ray

Nouy, On a multiscale computational strategy with time and space homogenization for structural mechanics, Computer Methods in Applied Mechanics and Engineering 192 (2003)

At each iteration, one must solve a macro problem, defined over the entire structure and the entire time interval, along with a family of independent linear problems each defined on

We construct a path distribution representing the kinetic part of the Feynman path integral at discrete times similar to that defined by Thomas [1], but on a Hilbert space of