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학술저널

GLOBAL VORTICITY EXISTENCE OF A PERFECT INCOMPRESSIBLE FLUID IN B01;1(R2) \ Lp(R2)

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We prove the global (in time) vorticity existence for the 2-D Euler equations of a perfect incompressible °uid in B0 1;1(R2)\ Lp(R2) with 1 < p < 2. Moreover, we prove that the particle trajectory map X(x; t) satis&macr;es the following estimate: for some positive constant CkX§1( &cent;; t) ¡ id(&cent;)kB11;1· CeeCt;where id represents the identity map on R2.

1. Introduction

2. Preliminaries

3. The proofs

Acknowledgements

References

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