Conference
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Basic information
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| Name | SATO Kenji |
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| researchmap researcher code | 5000028654 |
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Free subgroups of SO_n(Q) and subgroups of SO_3(R) freely generate Z_2*Z_3
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Conference in honor of Jan Mycielski (Colorado)
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2002/06/02
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Verbal presentations (general)
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The first part is the proof of the existence of a free subgroup of the 5 by 5 special orthogonal group with rational entries whose action on the rational sphere with non-rational radius is without fixed points and whose action on the complete sphere is locally commtative. The second part shows partl