@inproceedings{2006Math3H, title={Math 396. How to compute integrals In the homework, you developed the theory of absolute integrability for top-degree differential forms on smooth manifolds M with constant positive dimension}, author={}, year={2006} }

- Published 2006

In the homework, you developed the theory of absolute integrability for top-degree differential forms on smooth manifolds M with constant positive dimension n > 0, in both the oriented and non-oriented cases (though the integration operator ∫ M |ω| in the non-oriented case is not linear in ω). You also proved that in the oriented case, if ω is such an… CONTINUE READING

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