- #1
Silviu
- 624
- 11
Hello! I started reading some differential geometry applied in physics (wedge product, Hodge duality etc.) and how you can rewrite classical theories (Hamiltonian Mechanics, Electromagnetism) in a much nicer way. Can someone point me towards some reading about how can more information be obtained using these methods than the classical approach (I assume this is not used just to write old stuff in a nicer way, but it also gives new insight) and any reading that I might need in between in order to understand? Thank you!