Ilaria Svampa

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20212026

most citedInvariant measures on p-adic Lie groups: the p-adic quaternion algebra and the Haar integral on the p-adic rotation groups

4 citations · 11 across the 7 of their papers we have counts for

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quant-ph2026

Composing $p$ -adic qubits: from representations of SO(3) $_{p}$ to entanglement and universal quantum logic gates

Ilaria Svampa, Sonia L'Innocente, Stefano Mancini +1

In the context of $p$ -adic quantum mechanics, we investigate composite systems of $p$ -adic qubits and $p$ -adically controlled quantum logic gates. We build on the notion of a singl…

Composing p-adic qubits: from representations of SO(3)p​ to entanglement and universal quantum logic gates

Composing $p$ -adic qubits: from representations of SO(3) $_{p}$ to entanglement and universal quantum logic gates