There seems to be quite a few names for differential operators involving $\nabla$:
- gradient: $\nabla$
- divergence: $\nabla\cdot$
- curl: $\nabla\times$
- laplacian: $\nabla^2$
I was wondering whether there is a name also for: $\nabla\otimes$
There seems to be quite a few names for differential operators involving $\nabla$:
I was wondering whether there is a name also for: $\nabla\otimes$
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