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20232026
most citedQuantum stochastic communication via high-dimensional entanglement

11 citations · 27 across the 18 of their papers we have counts for

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quant-ph2026

Quantum models of interaction Hamiltonian and their paradoxes

Nicolas Gisin, Serge Massar, Jef Pauwels +1

In quantum physics it is commonplace to model the interaction of remote systems with a many-body Hamiltonian. Taking such an action-at-a-distance description {\it à la lettre} lead…

quant-ph2026

The quantum supremum of the Bell inequality is not attained in finite dimension

Jef Pauwels

In 2010, Pál and Vértesi found a family of finite-dimensional strategies for the Bell inequality whose optimized values appeared to converge as the local Hilbert-space d…

quant-ph2026

The Entanglement Content of Quantum Measurement Bases

Jef Pauwels, Otfried Gühne

Bell-state measurements are essential ingredients in many protocols for quantum information processing, ranging from quantum teleportation and dense coding to entanglement distribu…

quant-ph2026

Uncountably many inequivalent maximally entangled measurements for two qutrits

Elna Svegborn, Jef Pauwels, Nicolas Gisin +1

Every two-qubit measurement basis composed of maximally entangled eigenstates can be transformed into the Bell basis via local unitary operations. For higher dimensions, in contras…

quant-ph2026

Tunable Families of Multiqubit Elegant Joint Measurements

Jef Pauwels, Nicolas Gisin

We give a closed-form construction of the -qubit Elegant Joint Measurement (EJM) proposed in [PRL \textbf{136}, 190201 (2026)] and show that it is part of a tunable family of me…

quant-ph2026

Bipartite Bound Information Exists

Jef Pauwels, Nicolas Gisin, Renato Renner

There exist bipartite quantum states that cost entanglement to create, yet from which no singlet can be distilled. This extreme irreversibility is known as bound entanglement. A qu…