Talk:Curvature invariant (general relativity)

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	To-do list for Curvature invariant (general relativity):	edit · history · watch · refresh
Task for expert: add material explaining how the following are related to the principle invariants: characteristic polynomial of Riemann tensor (as operator on bivectors), Hodge duals of curvature two-forms, Fermi normal coordinate chart, electric-electric, electric-magnetic, magnetic-magnetic parts of Riemann tensor in GEM formalism (correspond essentially to electrogravitic, magnetogravitic, topogravitic parts). Task for anyone: spell check improve diction note anything unclear on talk page

To-do list for Curvature invariant (general relativity):

edit · history · watch · refresh

Task for expert:

add material explaining how the following are related to the principle invariants:
1. characteristic polynomial of Riemann tensor (as operator on bivectors),
2. Hodge duals of curvature two-forms,
3. Fermi normal coordinate chart,
4. electric-electric, electric-magnetic, magnetic-magnetic parts of Riemann tensor in GEM formalism (correspond essentially to electrogravitic, magnetogravitic, topogravitic parts).

Task for anyone: