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Holder Zygmund Space Techniques to the Navier-Stokes Equations in the Whole Spaces |
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| Authors: | Zhimin Chen Yongzhi Zhao & Yujun Yang |
| Abstract: | With the use of Hölder Zygmund space techniques, local regular solutions to the Navier-Stokes equations in R^n are shown to exist when the initial data are in the space {a|(-Δ)^{-β/2}a ∈ C^0(R^n)^n}\quad(0 < β < 1) |
| Keywords: | :Navier-Stokes equations local solutions: Hölder Zygmund spaces |
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