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Geometry of Two- and Three-Dimensional Minkowski Spaces |
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| Authors: | V. V. Makeev |
| Affiliation: | (1) St.Petersburg State University, Russia |
| Abstract: | A class of centrally-symmetric convex 12-topes (12-hedrons) in  is described such that for an arbitrary prescribed norm  on  each polyhedron in the class can be inscribed in (circumscribed about) the  -ball via an affine transformation, and this can be done with large degree of freedom. Bibliography: 5 titles. |
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