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- Title
HOMOGENEOUS AND INHOMOGENEOUS MAXWELL'S EQUATIONS IN TERMS OF HODGE STAR OPERATOR.
- Authors
Hossine, Zakir; Ali, Md. Showkat
- Abstract
The main purpose of this work is to provide application of differential forms in physics. For this purpose, we describe differential forms, exterior algebra in details and then we express Maxwell's equations by using differential forms. In the theory of pseudo-Riemannian manifolds there will be an important operator, called Hodge Star Operator. Hodge Star Operator arises in the coordinate free formulation of Maxwell's equation in flat space-time. This operator is an important ingredient in the formulation of Stoke'stheorem.
- Subjects
MAXWELL equations; DIFFERENTIAL forms; SEMI-Riemannian geometry; AUSDEHNUNGSLEHRE; HOMOGENEOUS spaces
- Publication
Ganit: Journal of Bangladesh Mathematical Society, 2017, Issue 37, p15
- ISSN
1606-3694
- Publication type
Article