We give new examples of linear differential operators of order k= 2m+1 (any given odd integer) that are invariant under the isometries of R^n and satisfy so-called L^1-duality estimates and div/curl inequalities.
Loredana Lanzani (2013). Higher order analogues of the exterior derivative complex. BULLETIN OF INSTITUTE OF MATHEMATICS, ACADEMIA SINICA. NEW SERIES, 8, 389-398.
Higher order analogues of the exterior derivative complex
Loredana Lanzani
2013
Abstract
We give new examples of linear differential operators of order k= 2m+1 (any given odd integer) that are invariant under the isometries of R^n and satisfy so-called L^1-duality estimates and div/curl inequalities.File in questo prodotto:
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