Separating a particle's mass from its momentum
arxiv.org
arxiv.org
Language matters; if your writing is unnecessarily dense and confusing, your ideas are probably the same, you just don't know it yet.
"This is not necessarily a detail of relevance, and it is duplicated in the data, but I noticed it and am remarking on it to show that I did not fail to notice this, even if it does not seem to have material importance to this experiment, whose audience should be able to interpret the data for themselves and understand this. However, I have written this to the limit of length and parsable complexity, yet it cannot be said whether I have overstated or understated anything. I am the James Joyce of science, and I justify this part of my value through superficial prolixity."
I blame all those years of 1000-word and 5-paragraph essays.
Before you get too righteous here: you do realize there are a lot of competent physicists for whom English is not a first language right?
https://www.sciencedirect.com/science/article/abs/pii/S03759...
The two-state vector formalism (TSVF) is a description of quantum mechanics
in terms of a causal relation in which the present is caused by
quantum states of the past, and of the future, taken in combination.
In TSVF, causality is time-symmetric...
TSVF combines causality both
from the past (forward causation)
and the future (backwards causation, or retrocausality)
https://en.wikipedia.org/wiki/Two-state_vector_formalism"If the particle is over here (it probably is), it isn't moving, but if it's over there (very unlikely) it's moving very fast."
Therefore most of the momentum expectation is coming from where the particle probably isn't.
In a non-relativistic the inertial mass and rest mass are the same.