Proposes two positivity-preserving correction schemes for dynamical low-rank approximations of the Vlasov equation using quadratic programming constraints, with one also preserving mass and momentum.
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2 Pith papers cite this work. Polarity classification is still indexing.
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2026 2verdicts
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Derives and validates via simulation and field test a first-order attitude error propagation model for fixed-length sliding-window velocity-integral OBA using Davenport's q-method.
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Positivity-preserving dynamical low-rank methods for the Vlasov equation
Proposes two positivity-preserving correction schemes for dynamical low-rank approximations of the Vlasov equation using quadratic programming constraints, with one also preserving mass and momentum.
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Optimization-Based Velocity-Integral Sliding-Window Coarse Alignment: Attitude Error Analysis and Validation
Derives and validates via simulation and field test a first-order attitude error propagation model for fixed-length sliding-window velocity-integral OBA using Davenport's q-method.