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Papers

Live trends in quantum computing research, updated daily from arXiv.

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33,592 papers found

Circuit complexity lower bounds for quantum spin glasses

Omar Al-Ghattas, David Gamarnik·Jul 15, 2026

A central question in quantum information theory is the circuit complexity of states arising from standard many-body models. We study this question for quantum $p$-spin glasses, random Hamiltonians whose interactions act on $p$-tuples of qubits throu...

Quantum Physicscond-mat.dis-nnComplexitymath.PR

State-independent uncertainty relations on multipartite spin $1/2$-systems

Yiling Wang, Kailash Misra, Naihuan Jing·Jul 15, 2026

Uncertainty relations quantify fundamental limits on simultaneous measurement of quantum observables. While conventional formulations are state-dependent, state-independent uncertainty relations (SIURs) impose universal bounds determined solely by th...

Quantum Physics

Unified monogamy and polygamy relations for multipartite systems

Yue Cao, Naihuan Jing, Kailash Misra +1 more·Jul 15, 2026

For a bipartite entanglement measure $\mathcal{E}$ that satisfies the $γ$th-power monogamy inequality (Eq.~\eqref{e:chap1-ineq1}), and for its assisted counterpart $\mathcal{E}_a$ that obeys the $δ$th-power polygamy inequality (Eq.~\eqref{e:chap1-ine...

Quantum Physics

Collapse and Inversion of the Josephson Potential in a Strongly Driven Superconducting Circuit

Sercan Deve, Marius Villiers, Marijn A. Morssink +2 more·Jul 15, 2026

Superconducting circuits embedding Josephson junctions leverage microwave drives for control and measurement of quantum states. Although increasing the drive power is desirable for improving the efficiency of these operations, it eventually triggers ...

Quantum Physics

Quantum Markov Chains for an Asymmetric Mixed Ising-XY Model on a Cayley Tree

Farrukh Mukhamedov·Jul 15, 2026

We study a mixed quantum Ising-$XY$ model on the semi-infinite rooted Cayley tree of order two. For every vertex $u$, the edge $\langle u,(u,1)\rangle$ carries an $XY$ interaction and the edge $\langle u,(u,2)\rangle$ carries an Ising interaction. Us...

Mathematical Physicsmath.DSQuantum Physics

Towards a monolithic platform for coupling superconducting circuits to low-loss microwave phonons in AlScN on 4H-SiC

Yuanchen Deng, William W. Roberts, Sueli Skinner-Ramos +12 more·Jul 15, 2026

Hybrid superconducting-phonon quantum processing is promising for cavity QED, measurement-based quantum computing, and other quantum applications. Relative to microwave photons at the same frequency, phonons can provide ultra-compact footprints, extr...

Quantum Physicsphysics.app-ph

General theory of monitored Quantum Reservoir Computing

Oriol Morguí-Sancho, Gonzalo Manzano, Gian Luca Giorgi +1 more·Jul 15, 2026

Quantum reservoir computing (QRC) provides a powerful framework for processing temporal data using quantum dynamics, but incorporating measurements into the reservoir remains a fundamental challenge and distinctive feature with respect to classical s...

Quantum Physics

An end-to-end quantum algorithm for weakly nonlinear plasma physics with superquadratic speedup

Bjorn K. Berntson, David Jennings, Matteo Lostaglio +1 more·Jul 15, 2026

Nonlinear kinetic plasma simulation is high-dimensional and classically demanding, while quantum algorithms face different bottlenecks: embedding nonlinear dynamics into a linear computation, loading dense field-interaction data, and efficiently extr...

Quantum Physicsphysics.plasm-ph

Disorder-enhanced compressibility of Floquet random quantum circuits

Francesca De Franco, Dante M. Kennes, David J. Luitz +2 more·Jul 15, 2026

Current quantum hardware is limited by noise and decoherence, which restrict the depth of unitary circuits that can be implemented with high fidelity. We investigate how the compressibility of time-evolution operators depends on the dynamical regime ...

Quantum Physicscond-mat.dis-nn

Real-Time Detection of Charge Jumps in Superconducting Qubits with a Convolutional Neural Network

Daniel Gaytan-Villarreal, Peter Meiring, Daniel Baxter +6 more·Jul 15, 2026

Ionizing radiation from cosmic rays and gammas can induce discontinuous jumps in the environmental charge of superconducting qubits (charge jumps), causing correlated errors that challenge fault-tolerant quantum computing while simultaneously providi...

Quantum Physicscs.LG

Non-Hermitian Holographic Flows to Little Rip Cosmologies

Daniel Arean, David Garcia-Fariña, Juan F. Pedraza·Jul 15, 2026

Spacelike singularities supported by matter satisfying the null energy condition (NEC) are expected to fall within the Belinski--Khalatnikov--Lifshitz (BKL) paradigm. We show that controlled violations of the NEC in holography can lead to different b...

hep-thgr-qcQuantum Physics

Worldline-Susceptibility Scheduling for Quantum Annealing Beyond Local-Adiabatic Evolution

Suraj Singh, Lakshya Nagpal, Vikas Chauhan +1 more·Jul 15, 2026

The performance of quantum annealing depends critically on how the available annealing time is distributed along the evolution. Although the Roland Cerf local adiabatic schedule is theoretically optimal, it requires complete knowledge of the instanta...

Quantum Physicsphysics.comp-ph

Emulation of Entanglement Distribution Networks on a Quantum Computer

Ashley N. Tittelbaugh, Jerry Horgan, Rohan Bali +4 more·Jul 15, 2026

We investigate how quantum computers can be used to emulate quantum networks and study their performance under practical impairments. In particular, we evaluate how degraded entanglement and communication latency affect teleportation-based distribute...

Quantum Physicscs.NI

Fock-state preparation based on amplitude amplification in cavity QED

Sharoon Austin, Zhi-Yuan Wei, Kartik Srinivasan +1 more·Jul 15, 2026

In this work, we develop a coherent control technique for cavity QED based on amplitude amplification. We consider two physical platforms. In the first setting, we study a three-level quantum emitter coupled to a single mode of an optical cavity and ...

Quantum Physics

A Compass on the Quantum State Sphere: The Hopf Ansatz for Arbitrary Pure-State Optimization

Ruge Lin, Guangxi Li·Jul 15, 2026

Optimizing arbitrary quantum state vectors is like navigating the unit sphere in Hilbert space: beyond target reachability, optimization asks for coordinates, local distance information, and measurable directions. We introduce the Hopf ansatz, a bina...

Quantum Physics

Nonplanar qubit with tunable gauge symmetry

Muqing Yu, Han Bi, Hengli Lo +6 more·Jul 15, 2026

Circuit quantum electrodynamics embeds Josephson junction qubits within superconducting cavities, and has emerged as a leading approach to quantum computing and quantum simulation. Despite the many permutations of circuit geometry that have been expl...

Quantum PhysicsMesoscale Physics

Principles of Quantum Optimization for Constrained Problems

Einar Gabbassov, Gurpahul Singh, Achim Kempf·Jul 15, 2026

Constrained combinatorial optimization underlies many industrial and technological decision problems. We develop a spectral theory that unifies many quantum optimization algorithms. We show that computational slowdown is driven by entanglement restru...

Quantum Physicsmath.OC

Quantum many-body mixed phase space revealed by hybrid feedback control

Hang Dong, Jie Ren, Andrew Hallam +9 more·Jul 15, 2026

Understanding how complex systems transition between order and chaos is a central challenge of nonequilibrium physics. While weak perturbations of classical integrable systems give rise to a mixed phase space of coexisting regular and chaotic traject...

Quantum Physicscond-mat.stat-mechcond-mat.str-elnlin.CD

Magic Without Entanglement: Exact Revivals and Their Fisher Information Origin

Rishabh Jha, Karun Gadge·Jul 15, 2026

Magic and entanglement are independent quantum resources, yet their exact relation in many-body dynamics has remained elusive. We uncover two structural principles. First, at any stabilizer state, the curvature of the second stabilizer Rényi entropy ...

Quantum Physicscond-mat.stat-mechMathematical Physics

Non-perturbative saturation of Krylov complexity, and its implications in quantum gravity

Andrew Lucas, Amit Vikram·Jul 15, 2026

We study the dynamics of Krylov state complexity in finite-dimensional quantum systems. Orthogonal polynomials built on a discrete energy spectrum crowd away from regions where the density of states is low at large Krylov index. The physical implicat...

hep-thMathematical PhysicsQuantum Physics
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