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## Main Question or Discussion Point

There is a section that contains dealings with Maxwell's equations in my vector calc book, and there are, to my belief, numerous errors. Some of them I am certain on, but the is one I am not so sure on, although it would be a bigger blunder.

The book describes Maxwell's equations as, having

[tex]\nabla[/tex][tex]\cdot[/tex]

[tex]\nabla[/tex][tex]\cdot[/tex]

[tex]\nabla[/tex][tex]\times[/tex]

[tex]\nabla[/tex][tex]\times[/tex]

Aside from current density

[tex]\nabla[/tex][tex]\cdot[/tex]

[tex]\nabla[/tex][tex]\cdot[/tex]

[tex]\nabla[/tex][tex]\times[/tex]

[tex]\nabla[/tex][tex]\times[/tex]

Second, they defined

The book describes Maxwell's equations as, having

**E**as electric field and**H**magnetic field:[tex]\nabla[/tex][tex]\cdot[/tex]

**E**=[tex]\rho[/tex][tex]\nabla[/tex][tex]\cdot[/tex]

**H**=0[tex]\nabla[/tex][tex]\times[/tex]

**E**+[tex]\partial[/tex]**B**/[tex]\partial[/tex]t=**0**[tex]\nabla[/tex][tex]\times[/tex]

**H**-[tex]\partial[/tex]**D**/[tex]\partial[/tex]t=JAside from current density

**J**not being bold due to being a vector, from what I know if one wishes to write maxwell's equations without using constants, they must be written:[tex]\nabla[/tex][tex]\cdot[/tex]

**D**=[tex]\rho[/tex][tex]\nabla[/tex][tex]\cdot[/tex]

**B**=0[tex]\nabla[/tex][tex]\times[/tex]

**E**+[tex]\partial[/tex]**B**/[tex]\partial[/tex]t=**0**[tex]\nabla[/tex][tex]\times[/tex]

**H**-[tex]\partial[/tex]**D**/[tex]\partial[/tex]t=**J**Second, they defined

**H**as magnetic field, when it is magnetization. Is there something wrong here?