A basic idea/postulate of quantum mechanics is that electrons as particles lack identity/individuality, and so cannot be distinguished and surveyed, as if in face-recognition all faces are the same (or everybody wears a mask) which prevents survey.
This menas that the interaction between fields created by electrons/particles, and electrons/particles gets muddled and so opens to self-interaction with a particle interacting with the field it itself creates, which is (very) problematic.
The same confusion would arise if you cannot distinguish yourself as a person from other persons.
The previous post made the remark that there is no self-interaction in Newtonian mechanics since material particles, even of the same kind, can be distinguished by having different positions and can be surveyed under continuous motion.
To see the interplay between particles and fields in Newtonian mechanics, recall that the gravitational potential field $\phi_y (x)$ created by a point mass at $x=y$ is given by (modulo gravitational constant) for $x\ne y$:
- $\phi_y(x)=-\frac{1}{\vert x-y\vert}$
- $-\nabla \phi (x) = -\frac{x-y}{\vert x-y\vert^3}$
- $\phi_y (x)=-\int\frac{\rho (y)}{\vert x-y\vert}dy$
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