If we have,$$A=d[(\bar{\alpha}-\alpha)(dt+\lambda)]$$
where $$\alpha$$ is a complex function and $$\lambda$$ is a 1-form. t here represents the time coordinate.
If we want to calculate $$d\star A=0$$ where $$\star$$ is hodge star, we get if I did my calculations correctly...
Hodge duality and differential forms
Hodge duality and differential forms
where $$\alpha$$ is a complex function and $$\lambda$$ is a 1-form. t here represents the time coordinate.
If we want to calculate $$d\star A=0$$ where $$\star$$ is hodge star, we get if I did my calculations correctly...
Hodge duality and differential forms
Hodge duality and differential forms
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