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Let $ \mathcal{I}^3\subset\mathbb{R}^4$ be the hyperboloid model for hyperbolic $ 3$ -space, and let $ \gamma$ be an orientation-preserving isometry of the space. Then there is a unique geodesic $ g\subset\mathcal{I}^3$ that is fixed by the action of $ \gamma$ . In general $ \gamma$ will translate along and rotate around this geodesic. For theRead more

I’m doing a project on how efficient shapes are structurally, and i need a 3d movable image for a Hyperboloid one sheet. The problem is I don’t know how to draw it is mathematica, can someone help me. The equation Im using to create it is x^2 + 2z^2 = 1 I got it fromRead more