Particle decay

Uh oh, they have the strange unit t again. What do I say? T is a sequence of N actions, N selected by the physicist, but otherwise constant throughout.

Particle decay is a Poisson process, and hence the probability that a particle survives for time t before decaying is given by an exponential distribution whose time constant depends on the particle's velocity:

I got into this in order to find out what physicists think particle transformation are. I think they are phase cutting loose from Null and Null getting repacked in smaller amounts. OK, velocity is the number of Nulls that are exchanged during some sequence of actions N.

Looking at the equation, t is the quant by which we measure exchange in the particle. The bottom of that is the effective sample rate.  They have reduced the sample rate of light to account for the exchange of nulls needed to cause velocity.

P(t) is the SNR.  Using the normal standard, the noise is the surface area of the particle.  The signal is the volume. This is the same undersampling issue that causes the Einstein cross patter for light, basically a spacial queuing problem.  There is more phase imbalance then their are nulls, so a radial axis of symmetry perpendicular to the axis of travel forms, the particle gets quashed from end to end until the SNR drops, (it no longer seems spheroidal).  The particle requantizes into multiple  spheres, each forming radial to the line of travel.