The paper exhibits new propagator representations and branching backward Monte Carlo algorithms for simulating Poisson-Vlasov/Boltzmann systems in plasmas and galactic clusters.
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A mean-field phase-space method emulates continuous-time dynamics of up to thousands of qubits with quadratic cost, capturing single-qubit observables qualitatively on transverse-field Ising models.
The classical action reconstruction of the wave function breaks down in classically forbidden regions, requiring quantum potential or complex actions, and global phases cannot arise from local classical transport alone.
Branching path statistics are cast into Navier-Stokes nonlinear transport to produce new propagator representations and backward Monte Carlo algorithms for confined fluid flows.
citing papers explorer
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From Galactic Clusters to Plasmas in a Single Monte Carlo: Branching Paths Statistics for Poisson-Vlasov/Boltzmann
The paper exhibits new propagator representations and branching backward Monte Carlo algorithms for simulating Poisson-Vlasov/Boltzmann systems in plasmas and galactic clusters.
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Emulation of large-scale qubit registers with a phase-space approach
A mean-field phase-space method emulates continuous-time dynamics of up to thousands of qubits with quadratic cost, capturing single-qubit observables qualitatively on transverse-field Ising models.
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Quantum tunneling, global phases and the limits of classical action reconstructions
The classical action reconstruction of the wave function breaks down in classically forbidden regions, requiring quantum potential or complex actions, and global phases cannot arise from local classical transport alone.
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Branching Paths Statistics for confined Flows : Adressing Navier-Stokes Nonlinear Transport
Branching path statistics are cast into Navier-Stokes nonlinear transport to produce new propagator representations and backward Monte Carlo algorithms for confined fluid flows.