An algebraic scaling law for nonequilibrium drag in counterdriven fluid mixtures bridges linear and square-root regimes and is validated by simulations for inhomogeneous driving.
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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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Extends gauge invariance via operator shifting in quantum statistical mechanics, deriving sum rules and hyperdensity functionals for equilibrium and nonequilibrium cases.
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Nonequilibrium scaling of drag forces in counterdriven fluid mixtures
An algebraic scaling law for nonequilibrium drag in counterdriven fluid mixtures bridges linear and square-root regimes and is validated by simulations for inhomogeneous driving.
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Quantum statistical mechanics: Gauge invariance, operator shifting, hyperdensity functionals, and nonequilibrium sum rules
Extends gauge invariance via operator shifting in quantum statistical mechanics, deriving sum rules and hyperdensity functionals for equilibrium and nonequilibrium cases.