Canonical Decomposition of Polyhedral Functions and Scissors Congruence in the Projective Space |
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Authors: | G. Yu. Panina |
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Affiliation: | (1) St.Petersburg Computer Science Institute, Russian Academy of Sciences, Russia |
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Abstract: | A combinatorial decomposition of polyhedral functions on the projective space is obtained, and the notion of equidecomposability for such functions is introduced. As an application, a criterion of equidecomposability of polyhedral functions on the even-dimensional projective space is established. Bibliography: 4 titles. |
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