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Quantum computing 40 years later
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Forty years ago, Richard Feynman proposed harnessing quantum physics to build a more powerful kind of computer. Realizing Feynman's vision is one of the grand challenges facing 21st century science and technology. In this article, we'll recall Feynman's contribution that launched the quest for a quantum computer, and assess where the field stands 40 years later.
Forward citations
Cited by 14 Pith papers
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Maximal coherence of quantum measurement and the resource theory of sharpness
Maximizing the distance-based coherence of a POVM over all unitary basis changes is proven to exactly equal its distance-based sharpness for POVMs with a common eigenbasis or common MUB structure.
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Modeling and Simulating Rydberg Atom Quantum Computers for Hardware-Software Co-design with PachinQo
PachinQo is a co-design framework that compiles general quantum algorithms onto zonal-addressing Rydberg atom computers, reducing simulated runtime and raising estimated success probability.
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Advancing Stochastic 3-SAT Solvers by Dissipating Oversatisfied Constraints
DOCSAT, a WalkSAT variant that penalizes oversatisfied clauses, solves critically hard random 3-SAT instances far more often than WalkSAT, YalSAT, or Kissat in the authors' benchmarks.
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Quantum computation of hadron scattering in a lattice gauge theory
On a trapped-ion quantum computer, the authors prepared multiple meson wave packets and simulated their early-time collisions in a 1+1D Z2 lattice gauge theory.
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Domain-Aware Probability Sampling for Hybrid Quantum Systems using Bayesian Optimization
CircuitTree uses tree-based Bayesian optimization with layerwise splitting to prepare quantum states with lower TVD and fewer gates, but its convergence proof is not valid as stated.
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Hamiltonian Formalism for Comparing Quantum and Classical Intelligence
A Hamiltonian framework decomposes AGI dynamics into generators for induction, reasoning, recursion, learning, measurement, and memory, enabling comparison of classical and quantum agents by commutation structure.
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Quantum AGI: Ontological Foundations
Quantum foundational theorems (Bell, Kochen-Specker, no-cloning) impose formal constraints on the states, learning, self-reference, and identity of a hypothetical quantum-native AGI.
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Closed-Form Expressions for Unitaries of Spin-Adapted Fermionic Operators
The authors derive closed-form expressions, in spin-orbital and generator-power forms, for unitaries generated by singlet spin-adapted single and double fermionic excitations.
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Compact Quantum Dot Models for Analog Microwave co-Simulation
Quantum-dot devices are modeled in Verilog-A with the Lindblad master equation, enabling mixed quantum-classical circuit co-simulation in Cadence Spectre with results matching analytic theory.
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Bogoliubov quasi-particles in superconductors are integer-charged particles inapplicable for braiding quantum information
A number-conserving treatment of superconductors leads to integer-charged quasiparticles that cannot be Majorana zero modes, challenging topological quantum computation.
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Toolchain for Faster Iterations in Quantum Software Development
A q8s Jupyter kernel offloads quantum circuit simulation to remote GPU clusters, showing up to 10x faster execution for 29-qubit circuits than a local CPU laptop.
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One Polynomial Strategy for Computing Local Projections on Square-Lattice Cluster States
The note conjectures a polynomial-time recursive method for computing arbitrary local projections on 2D square-lattice cluster states, but the core 2D recursion is not proved and the numerical evidence is too small to...
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Quantum Radar and Research Assessment
Quantum Radar's range is fundamentally limited by the tiny energy of a single photon, and the publication system that promoted it needs stronger independent assessment.
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Gauge Theory and Integrability: An Overview
A review of the 4d Chern-Simons framework that derives integrable models and Yangian algebras from gauge theory.
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