
| Mittagsseminar Talk Information | |
Date and Time: Thursday, April 17, 2008, 12:15 pm Duration: This information is not available in the database Location: CAB G51 Speaker: Jesús Jerónimo Castro (Univ. Autónoma de Guerrero, Acapulco, México) Shaken Rogers's Theorem
We shall prove the following shaken Rogers's Theorem for
homothetic sections: Let $K$ and $L$ be strictly convex bodies and
suppose that for every direction we can choose continuously a
section of $K$ in this direction and a parallel section of $L$ in
this direction which are directly homothetic. Then $K$ and $L$ are
directly homothetic.
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