Author

M. Junge

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Preprint Aug 2026

Isometric embeddings of noncommutative $L_p$-spaces into noncommutative symmetric spaces

We establish a noncommutative version of a familiar Johnson--Maurey--Schechtman--Tzafriri Theorem, by showing that for any $0<p<2$ and a (not necessarily semifinite) von Neumann algebra $\mathcal{M}$ on a separable Hilbert space, if a symmetric quasi-Banach function space $E(0,1) $ containing the function $t\mapsto t^{...

Jing-Hao Huang, M. Junge, F. Sukochev et al. · 0 citations

Preprint Sep 2026

Universal computation with magic Hamiltonians

In the conventional theory of quantum computation, universality is discussed in terms of properties of unitary gate sets. In many experimental setups, however, we instead have access to a parametrized set of Hamiltonians, which can be exponentiated for any desired time. Accordingly, we formulate a continuous analogue o...

M. Junge, Jason Pollack, Luke Visser · 0 citations