I am trying to find a book on electromagnetism for mathematicians (so it has to be rigorous).
Preferably a book that extensively uses Stokes' theorem for Maxwell's equations
(unlike other books that on point source charge, they take Stokes' theorem on
$B\setminus\{0\}$ with $B$ being closed ball of radius 1, but this does not work, as Stokes' theorem only works for things in compact support).
Preferably if it mentions Dirac delta function, hopefully it explains it as a distribution (or a measure...)

P.S. This question is posted because there are no questions about electromagnetism books for mathematicians. I have background in mathematics at the level of [John Lee](http://www.math.washington.edu/%7Elee/) [*Smooth Manifolds.*](https://doi.org/10.1007/978-1-4419-9982-5)