Zhongyang Gu

most citedThe Helmholtz decomposition of a

B M O

type vector field in a slightly perturbed half space

1 citations · 1 across the 4 of their papers we have counts for

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math.AP2024

On a dryout point for a stationary incompressible thermal fluid with phase transition in a pipe

Yoshikazu Giga, Zhongyang Gu

A dryout point is recognized as the position where the phase transition from liquid to vapor occurs. In the one-dimensional case, by solving the stationary incompressible Navier-St…

math.AP2023

The Helmholtz decomposition of a $B M O$ type vector field in general unbounded domains

Yoshikazu Giga, Zhongyang Gu

We consider a space of $L^{2}$ vector fields with bounded mean oscillation whose ``normal'' component to the boundary is well-controlled. In the case when the dimension $n \geq 3$ , w…

math.AP2023★ 1 cited

The Helmholtz decomposition of a $B M O$ type vector field in a slightly perturbed half space

Yoshikazu Giga, Zhongyang Gu

We introduce a space of $L^{2}$ vector fields with bounded mean oscillation whose normal component to the boundary is well-controlled. We establish its Helmholtz decomposition in the…

On a dryout point for a stationary incompressible thermal fluid with phase transition in a pipe

The Helmholtz decomposition of a BMO type vector field in general unbounded domains

The Helmholtz decomposition of a BMO type vector field in a slightly perturbed half space

The Helmholtz decomposition of a $B M O$ type vector field in general unbounded domains

The Helmholtz decomposition of a $B M O$ type vector field in a slightly perturbed half space