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Does saying "states of definite mass" is the same as saying "mass eigenstates"?
The discussion revolves around the terminology of "states of definite mass" and "mass eigenstates" in the context of neutrino physics, particularly focusing on their equivalence and implications in neutrino oscillation phenomena.
There is some agreement that "states of definite mass" and "mass eigenstates" are typically viewed as equivalent, but the discussion includes varying levels of emphasis on the need for textual references and clarification.
The discussion does not resolve the nuances of the terms or their implications in different contexts, and it relies on the interpretation of definitions from external sources.
Orodruin said:Usually yes, but it would be good form to reference the text you are reading to provide us with enough information to answer your question.
I read this from WikipediaOrodruin said:Usually yes, but it would be good form to reference the text you are reading to provide us with enough information to answer your question.