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Complex, contact, Riemannian, pseudo-Riemannian and Finsler geometry, relativity, gauge theory, global analysis.
3
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Normal and locally normal currents
I am reading the Geometric Measure Theory book by H. Federer and I have some questions about currents:
Assuming $T \in \mathscr{D}_{m}(U),$ we call $T$ locally normal if and only if $T$ is represen …
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Why $h_t$ maps into $\mathbb{R}^{\nu}$?
I am studying geometric measure theory (Herbert Federer - Geometric measure theory) and I have a question about class $r$ homotopies. Here's the definition, from p. 363, Section 4.1.9:
Suppose $U$ is …