Exotic spherical flexible octahedra have non-constant volume under flexion and after antipodal replacements, providing counterexamples to the Modified Bellows Conjecture.
The analytic continuation of volume and the Bellows conjecture in Lobachevsky spaces
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Exotic spherical flexible octahedra and counterexamples to the Modified Bellows Conjecture
Exotic spherical flexible octahedra have non-constant volume under flexion and after antipodal replacements, providing counterexamples to the Modified Bellows Conjecture.