Hao Jia

most citedUniqueness of solutions to to Navier Stokes equation with small initial data in

L^{3, \infty} (R^{3})

2 citations · 4 across the 3 of their papers we have counts for

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math.AP2014★ 2 cited

Uniqueness of solutions to to Navier Stokes equation with small initial data in $L^{3, \infty} (R^{3})$

Hao Jia

In this short note we address a problem raised in [21], concerning the uniqueness of solutions to Naiver Stokes equation with small initial data in $L^{3, \infty} (R^{3})$ , the Lorentz…

math.AP2014★ 2 cited

Long time dynamics of defocusing energy critical 3 + 1 dimensional wave equation with potential in the radial case

Hao Jia, Baoping Liu, Guixiang Xu

Using channel of energy inequalities developed by T.Duyckaerts, C.Kenig and F.Merle, we prove that, modulo a free radiation, any finite energy radial solution to the defocusing ene…

Uniqueness of solutions to to Navier Stokes equation with small initial data in L3,∞(R3)

Long time dynamics of defocusing energy critical 3 + 1 dimensional wave equation with potential in the radial case

Uniqueness of solutions to to Navier Stokes equation with small initial data in $L^{3, \infty} (R^{3})$