Proves the coarea formula for Lipschitz maps from H_n to R^{2n} via a new integral defining symplectic area for 1/2-Holder curves and beta-number estimates showing convergence for almost every fiber.
Métriques de Carnot-Carathéodory et quasiisométries des espaces symétriques de rang un
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Area of H\"older curves and coarea formula on the Heisenberg group
Proves the coarea formula for Lipschitz maps from H_n to R^{2n} via a new integral defining symplectic area for 1/2-Holder curves and beta-number estimates showing convergence for almost every fiber.