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ON THE REFLECTIONS OF n-MANIFOLDS IMMERSED IN (n+1)-SPACE

ON THE REFLECTIONS OF n-MANIFOLDS IMMERSED IN (n+1)-SPACE
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摘要 According to Smale’s theory of immersions of spheres in Euclidean space, we know immediately that for n=2 or 6, the standard embedding of Sn in Rn+1 is regularly homotopic to its reflection. It is interesting to ask whether this is true for n≠2 or 6. The answer is negative as we shall see later.
出处 《Chinese Science Bulletin》 SCIE EI CAS 1985年第2期166-169,共4页
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