A twistor-string quantization of internal Majorana fermions on minimal surfaces solves the Makeenko-Migdal equations and yields parametric Regge trajectories matching light meson data.
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6 Pith papers cite this work. Polarity classification is still indexing.
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LPT-matched integrators for cosmological simulations outperform FastPM with O(1-100) timesteps while convergence is limited to order 3/2 post-shell-crossing due to acceleration field irregularity.
The authors give practical implementations of order-1/2 and order-1 strong schemes for SDDEs with arbitrary fixed delays by combining linear interpolation on a fixed mesh and an augmented variable-step mesh that includes all required delay points.
Derives a recoil-resolved Hamiltonian from relativistic QED showing free electrons form programmable qudits usable for quantum computation, black-hole analogue models, and hybrid quantum light states.
Empirical scaling study reports VQS requires shallower circuits than Trotterization for time evolution as system size and simulation time grow.
The paper derives analytical stability conditions and effective equations for Kapitza's pendulum via Floquet theory and Magnus expansion as a classical prelude to Floquet-Magnus methods.
citing papers explorer
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Geometric QCD II: The Confining Twistor String and Meson Spectrum
A twistor-string quantization of internal Majorana fermions on minimal surfaces solves the Makeenko-Migdal equations and yields parametric Regge trajectories matching light meson data.
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Perturbation-theory informed integrators for cosmological simulations
LPT-matched integrators for cosmological simulations outperform FastPM with O(1-100) timesteps while convergence is limited to order 3/2 post-shell-crossing due to acceleration field irregularity.
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Implementation of Milstein Schemes for Stochastic Delay-Differential Equations with Arbitrary Fixed Delays
The authors give practical implementations of order-1/2 and order-1 strong schemes for SDDEs with arbitrary fixed delays by combining linear interpolation on a fixed mesh and an augmented variable-step mesh that includes all required delay points.
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Quantum computing and quantum optics with recoiled free electrons
Derives a recoil-resolved Hamiltonian from relativistic QED showing free electrons form programmable qudits usable for quantum computation, black-hole analogue models, and hybrid quantum light states.
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Performance and scaling analysis of variational quantum simulation
Empirical scaling study reports VQS requires shallower circuits than Trotterization for time evolution as system size and simulation time grow.
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Kapitza's Pendulum as a Classical Prelude to Floquet-Magnus Theory
The paper derives analytical stability conditions and effective equations for Kapitza's pendulum via Floquet theory and Magnus expansion as a classical prelude to Floquet-Magnus methods.