Gang He

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math.PR2026

$D$ -Pullback Measure Attractors of McKean-Vlasov Stochastic Lattice Wave Equations

Huixia Wen, Ji Shu, Gang He

This paper deals with the pullback measure attractor for a non-autonomous distribution-dependent stochastic lattice wave equation with nonlinear noise on $Z$ . We establish…

math.PR2026

Large deviation principles for 2D stochastic $g$ -Navier--Stokes equations on unbounded channel-like domains

Gang He, Ji Shu, Huixia Wen +1

This paper investigates the large deviation principle for 2D stochastic $g$ -Navier--Stokes equations driven by multiplicative noise and defined on an unbounded channel-like domain.…

D-Pullback Measure Attractors of McKean-Vlasov Stochastic Lattice Wave Equations

Large deviation principles for 2D stochastic g-Navier--Stokes equations on unbounded channel-like domains

$D$ -Pullback Measure Attractors of McKean-Vlasov Stochastic Lattice Wave Equations

Large deviation principles for 2D stochastic $g$ -Navier--Stokes equations on unbounded channel-like domains