Existence of $p$ harmonic multiple valued maps into a separable Hilbert space

Abstract

The general existence of $p$-Dirichlet energy minimizing maps into $Q_Q(l_2)$ is obtained.

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References in corpus (2)

• Q-valued functions revisited
• Lipschitz extension of multiple Banach-valued functions in the sense of Almgren

Cited by in corpus (1)

• Multiple valued maps into a separable Hilbert space that almost minimize their $p$ Dirichlet energy or are squeeze and squash stationary