Acta mathematica scientia,Series A
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Xu Xu;Zhang Yuntao
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The main result of this article is: For any Zygmund class $C^{p,Z}$map $f:R^{n}\rightarrow R^{m}$ if $\frac{n-m}{2}\leq p\leq n-m-1$, then either mes$K_{f}>0$ or mes$C_{f}>0$. It provides a partial answer of the Hirsch Problem.
Key words: Regular points, Differentiability, Zygmund class
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Xu Xu;Zhang Yuntao. On the Regular Points of Zygmund Differentiable Maps[J].Acta mathematica scientia,Series A, 2008, 28(1): 35-038.
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URL: http://121.43.60.238/sxwlxbA/EN/
http://121.43.60.238/sxwlxbA/EN/Y2008/V28/I1/35
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