1. In relativity, the electromagnetic field tensor more natural. 2. The electromagnetic field tensor displays the manifestly covariant mathematical structure of the electromagnetic field. 3. This is how the electromagnetic field tensor decomposes into electric and magnetic field vectors. 4. This latter form is sometimes preferred; e . g ., for the electromagnetic field tensor . 5. "Path curvature " is the reciprocal of the magnitude of the electromagnetic field tensor . 6. This is called the electromagnetic field tensor , usually written as " F " ??. 7. The electromagnetic field at any point in spacetime is described by the antisymmetric ( 0, 2 )-rank electromagnetic field tensor 8. An alternative unification of descriptions is to think of the physical entity as the electromagnetic field tensor , as described later on. 9. :From a relativistic perspective, the " electric field " and " magnetic field " are just different aspects of the electromagnetic field tensor . 10. For example, in the case of the gauge group U ( 1 ), " F " will be the electromagnetic field tensor .
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