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The exterior algebra can be defined over any vector space. It just happens that the exterior algebra over the cotangent space is useful for differential geometr
by senderista 7y ago
The exterior algebra can be defined over any vector space. It just happens that the exterior algebra over the cotangent space is useful for differential geometry.
- oddthink 7y agoThanks, this is basically what I had concluded. The exterior algebra exists on both the tangent and cotangent space, and that I was mostly used to seeing it in the cotangent world, due to its applications there.