L ∞-Extremal Mappings in AMLE and Teichmüller TheoryPublic
Downloadable Contentopen in viewer
These lecture focus on two vector-valued extremal problems which have a common feature in that the corresponding energy functionals involve L1 norm of an energy density rather than the more familiar Lp norms. Specifically, we will address (a) the problem of extremal quasiconformal mappings and (b) the problem of absolutely minimizing Lipschitz extensions.
- In Collection:
|Thumbnail||Title||Visibility||Embargo Release Date||Actions|
Permanent link to this page: https://digital.wpi.edu/show/d217qs175