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Bounded volumes

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Hey all, I have the following problem and I can''t figure out a good way to solve it: A point in 3-space is bounded by an arbitrary number of known planes. These planes may or may not form a closed, bounded volume. Is there an easy way to find out if they do? I''ve tried various methods, including Seidel''s randomized LP algorithm, but it does not seem the most efficient way to do this. Any help would be great. Thank, LR

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